Class 10th Science Lab Manual CBSE Solution
Lab Experiment 1aViva Questions- What is pH?
- What are the different characteristics of the solution (by pH), explain them and give two…
- Give two examples of natural and synthetic Indicator:
- Using any for indicator differentiate acid, base and neutral solution?…
- What is a Universal indicator, Give one example?
- What is the pH of rainwater?
- What is the pH of soap solution?
- What is the pH of the stomach?
- What is Hyperacidity. Give any two examples of an antacid?
- What according to you should be the pH of dil. HCl and dil. NaOH solution? Observe and…
- Why NH4OH is a weak base?
- On opening the soda water bottle the dissolved CO2 comes out. Would the ph of the solution…
- What happens to the ph of the solution when we increase the temperature of the solution?…
- Dry litmus paper does not show any color change when brought to dry HCl gas. Why?…
- If a wet blue litmus paper is brought closer to dry HCl gas, what changes will you observe…
- Why does lime water turn milky when CO2 gas is passed through it?…
- Why do we use Zinc granules for the test in the lab?
- Why do metal displace hydrogen from dilute acids?
- Do all metals displace hydrogen gas from dilute acids?
- What would happen when dil. HCl and dil. NaOH are mixed in equal amounts? Write the…
- Why hydrogen gasan explosion?
- Write the reaction of zinc with dil — sulphuric acid.
- What is the difference between a strong acid and a weak base?
- What will happen to a lighted candle if it is brought near the mouth of a gas jar…
- What will be the color of blue litmus paper on bringing it in contact with a drop of dil.…
Lab Experiment 1bLab Experiment 1c
- What is pH?
- What are the different characteristics of the solution (by pH), explain them and give two…
- Give two examples of natural and synthetic Indicator:
- Using any for indicator differentiate acid, base and neutral solution?…
- What is a Universal indicator, Give one example?
- What is the pH of rainwater?
- What is the pH of soap solution?
- What is the pH of the stomach?
- What is Hyperacidity. Give any two examples of an antacid?
- What according to you should be the pH of dil. HCl and dil. NaOH solution? Observe and…
- Why NH4OH is a weak base?
- On opening the soda water bottle the dissolved CO2 comes out. Would the ph of the solution…
- What happens to the ph of the solution when we increase the temperature of the solution?…
- Dry litmus paper does not show any color change when brought to dry HCl gas. Why?…
- If a wet blue litmus paper is brought closer to dry HCl gas, what changes will you observe…
- Why does lime water turn milky when CO2 gas is passed through it?…
- Why do we use Zinc granules for the test in the lab?
- Why do metal displace hydrogen from dilute acids?
- Do all metals displace hydrogen gas from dilute acids?
- What would happen when dil. HCl and dil. NaOH are mixed in equal amounts? Write the…
- Why hydrogen gasan explosion?
- Write the reaction of zinc with dil — sulphuric acid.
- What is the difference between a strong acid and a weak base?
- What will happen to a lighted candle if it is brought near the mouth of a gas jar…
- What will be the color of blue litmus paper on bringing it in contact with a drop of dil.…
Lab Experiment 1a
Question 1.AIM:
To find the pH of the following samples by using pH paper/universal indicator:
(a) Dilute hydrochloric acid (HCl)
(b) Dilute sodium hydroxide (NaOH) solution
(c) Dilute ethanoic acid (CH3COOH) solution
(d) Lemon juice
(e) Water
(f) Dilute hydrogen carbonate (NaHCO3) solution
Answer:MATERIALS REQUIRED:
Apparatus: Test tubes, test tube stand, droppers or glass rod, pH paper/universal indicator, standard colour chart, glazed white tile
Chemical compounds: HCl, ethanoic acid (acetic acid/vinegar), lemon juice, distilled water, and sodium bicarbonate solution.
THEORY
1. pH is the measure of the concentration of hydrogen ion in the solution.
2. pH is defined as the negative logarithm of the concentration of hydrogen ion in a solution at room temperature (298 K).
3. The hydrogen ion concentration (H+) for an acidic solution is always less than 7 on the pH scale.
4. The hydrogen ion concentration of a basic solution is always greater than 7 on pH scale.
5. The hydrogen ion concentration of a neutral solution is 10 mol/L. Therefore, its pH is 7.
6. The pH of a solution can be measured by using a pH paper, universal indicator or pH meter.
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U682Bpjekz+1PM+hi89BcyI+hAnvCKPJEvQUkjis5ya7iPPqbfOBC3FIZ+oGcMLNrCwYO49j+YseMokCu8HSTcPe2jqkhDiZnGq4L9BMwKGVw4XfiKO6HPNwp6DejqJax2Py/d5lDD6QLGFUEFp/5iNbIEJaLDGMOoo4ss97D0e1W9bY9Yj7HAasjSiOVrKkawbAM15AdfBILjlM/yX9yJQOx2AQEhfYZ9wJZidxsZv5XtJIjYVcBKAXYc3IxvZsLY7diS5LRI8mN5+9sCzhlcLeAvGG52WqSFAcFQkdjoXMuThVul5yyx9LpcpHKzVA5YK+kZMxS3xt8j0yqLIkdSZpXFydR88ED1EH6PHaAyLCU1tJxkI0dmh90l58QaUgTRwZCiyN2laQ0RqKgsehcqC6ia9ByDzok8INYk3AQwieCu1lBrwC/TMyDRZJ15XA6927aKzqN6yOGJRJMN7NhfSS2JJsFZtaA2tjaIxnNCxkpOokl0mHUAiSbRIYiYlCiREHLRY0VpfG/0cFR4yyWqkMTUuDf6DT2XN25Tu+M8tbZWe0SDqCVrjWJD7e2tsmixxLnGGvfeitf9XHSYseVS4gkdM29XqLvBESuiDyrKmw5wjokl0YEn/qzMEmCiyfKE/Ir7mUkRtLQ6RWutiDZOmlZ+LaITPsQRJ4kirrR0AoJp2CNLx8ymUtIJlhcZU4mOX7vk2NqdPWfAsXeR2PJCItoXKMVQXU7Q9byEO4w9ODYVOU2UWLKDl+Uy1qHvSYxQgJi9D/b0zkuYDuhZW8cgRZpFN9ieY1Sfpb/HG8TTW/WdVeD76rNPJz2ARedYAac2WcJKLNng5QwRYHbMElaSiT1YDnGgG0knxhMrLfcnSUjyY6n2DF15ByiH0JJMbNGw/HxBkkQsbsbtNYLi3l9CNDkExcy+qk3Cg52TEOGk0RJVmOOhCSdmH6x1p5E49cKsKunEoBqeNBGLn/1PZjppJHhijT3pNEwE2GROdOZhmYCnpB2HkxeHbFhBSDrBE6dO00jsObOvk3TCHiE/rkknxlNa4xc9R9+TTj3yVHkkPenGxI0/8eUQNZhTLmnQQTbMPBJdtrIdAI20eGLJINFlg5BSwVNa8kt82cryBU9pyA+nWzx6H/dArcAHTxyCSSOhD2nZuUS3IULCoq/SGr/oeRq0euQprQ5MQyGTopFGhOTankaEnpScPN4+LAH2pbRshVFKU9/TkBgrIqwgNFNyp4KbiaceefGOat3pagwEG5c+1S8BBnAzytAHMPXrhPvzb/0Y1r2a2O1mCyi8o1r39KxqizCybxN4o1R/hzF409ijqr+FtddEH9JaJqu9det+jWZ0VNiKfpX8jGrd6m7vpBrvjzQOAzTeytoweL2oTV7h0uhDsy39EYz1K2flHVX9A8DX9BJISwJpHBBJi5e06TTrcnDacnxL6XlH9ZaK3xP3EuhVAn7pr1cR9VgAG5fGXz5cI/rV3lFjXRO9djM4qqSXRcCfhvI5PpLmB+2ARhp03gpa0bW//pJp91Uax9PT7Ku0dA+emFGlYefcMfg0lp7THL9OL+ofLdFq9qgTaXRgtGbWVwqlSHpZBPxpnCSDThpKnpbiuR5Nc1CleXKSV9ikYXDRi7T+s0WfJT2eoEE/pbXHwh9JeYtN0gm5pRHQpj1+0+onxlK3/qgvOyoGL//OPlX//+BFikkk/sD3UcGWosF73ZJyWHQSuDn1x2cy+Dd4Um9zgCdeRLyd6PDW7yR1gD7aXdAhWrzNPSn50ffoAK+Foq9GJCg/TuDx+Zn1RGeyrsx2kjJQ8MSLjLcQLd7yn5ROID/4GC14U7SW6JqUgUIn+AzMu0Xn6IR5gha6MEy0eHFsUocq3PjlE0a81o33piYVdPLnW75O8FHR4VMpSZ5yRSf4NM9uosV9UrSQH2/l6fYP50kaKZQ/scTLCyW8c0WA15YktTRClMTnSDCwfEYiKeVDThi7cQLehIEzScr4wROfFfmdgFfzJGWQ4Il+cZ8vWZYCrYVW2ZFhUnwxqHiXIJ+x4ZtaSc6qkN/zAhxWkjzRV/DxrGCpAGOYpP4xpnC6yC8pOvCEruMMSXwOIymdAD98PCnATiQZvDj9u0l0cIhJ8gStLwmwRziRJGlhW1+wfbXWpc86KjiRs/qnLoBPXgJeAl4CXgJNKoE+7aiatE88W14CXgJeAl4CIQl4R+XVwUvAS8BLwEtgnZaAd1TrdPf4xnkJeAl4CXgJeEfldcBLwEvAS8BLYJ2WgHdUFd0z6v77B2UWLx6qv7LnOaPL+fclw0vfKBs0eHBh9apV5qQS95F6l/pLhC2EJ1xPT3vH003dnuj3iLdGfMOHDzdtXLJkSVZ8xNZehzeSHHsoRF85+Y4cObLUvueeM7XM8+7SyJHdPqJ9hmeDvjrfTk+qITHPQjh6wtOoDCrru3aHaQZ54W/uFbXcanv1VoRlEMYbrc2OXrgXhmeeey6Q69rt7h5rpdoyrHriu/f2hWVRtTXIS/q0dlutavVOomoJh68cd5gfZzaiESjKuNtTlNVk1R3uVatWGzyDBw8qLF7s7jPZJUsGrRo37ta0vltWbJ53VKGeGnXtte/NtLRcmh0wYJM12Wz7kFyuoHOZhaFr1mSy2Wwhk8tlssuXF1qVr4xMdvXqQpZ7pWxLS8FZR8qafMpzv2JFIdOm07hvvhngoW4ulzfPVU5nWU1Z8nUN8AXXAIfus2vWBOhbWjgHG9yDW3TNvaXn6kLHnP21eEw58Nuyph1UE67ucIA/IJMt/Kdg2dPoKeh3jmcWp+WpAHYqGHydOuEckoPDZWgGMihkWlszyyVDc29lVZShcBRp2DbkxIv7N2qurS2oZ58NhU/bxFeefz7gjXYOGGDuTZttfYPX1jNyYwTr2mJlaf/rYMosW7my0Gb7ZOVrrxXyebWAvlIe+CgzUNeVTp42zzxTOdrVrnr6x6nrp0z7kiWuL4s4bNuCfMkluLSW/nxL2/Olo9ydnZ3Fo8K6NR2rtnE19x0d3A91HZ55/fXOrGm78vL5dpPf2ZmXegxVPU6/D1b+alsmk5Uos+rCkNFr07NM5pVXlimvhWemy9Ag8qHd1RWUz+e7dB8oWzabV73/mvvguVET3b+ebWsz7VXKqeuC+3y+kF1//QAPbQieB/fQWCUTyb3U0TxraaFeqT75w4YNoC0qVzB8BBiyohnUIa90v9zwFeTT1oL57WgE9ZfAo213CeeGGwZlXV14C2Th2s/vgCb0OztL9PP5wYaHQmG1aA0q1huKopj8gsyLdGtgXvdBV5OHDFDz4D6QcZC3zPQDWl9qa94M76BuFtNh5EteCYfpa/BZnl2ZQKdWrGjPDh3qDEembfjwVUvnzBk7ecyYe/4e8JVO8o7Kynmbm28eLAP7YzmhfaTjwWcV6D3rlPhlHUTgQIK+o3cDQxhcS07DGi7y0HvjnJyBpm42G9hDR0O3IfwBQmv0wnTQ4Kp0cAqWPnoXcgzuvvjcPisacNVzBrFYxuByBt2M4XzRmVj6tDAw+GZc4wsMX1wNvyYv1CZGDdYNp2FwYwWC8oa+GUEhJxKWh7VwhRb7PB+WQ5BXcj6uHwIpFvvE9oPGrHVUkq+5D0Z4weLM5HAQLmDQc8tHxjy3vDkZFPvQ4jT0CD64BO1wOlJ0nqZ/XN/b9nWG+NGgNA2SASo6MkuvaJgwSJTp6uoUE4GRl8JwdcZdonSGLDCuQfPNc1OG59YoWvGX6gaPcQ5leSY76DbT6XrelQsMuzGIRdpB1wdU1D7rVE2tUPucYwscRMBDVs6z5KgCgxzQClocIC3xkDPtka0m/sCZSx5B+yjjHFVwDdOufu/qwnsgMymnCQCc46Weuy+1wyiSOiAw+uH2l5wW9N3zQF6BQwrkhOoHyhYM5cCBuD4qlSnhdtKQxIp9Euo3qhA9W7mW6JT3k3NClf1XdPBGD4K+oUzLYAUHP73//n0mjB59K//DTCV5R2XFPKy9/Qz1wviOfH5ZTj1hs61eBZpktalk8CuMediw2/KBBjojajXT6LnGVNHZhQxrsV7I8RiNDjm+MifkDLEzooEWmhFgRqo14naUFp1TuH3u3hrQMufj5FDp+IplcUjOUVhHZfDZEVekE2qffV509tYBlAy7HRVhh2rGiTP8dtQ63Fa+xXZXk6HJww44R2pxOKdadLAVuB1Na9mLgUlgr0sz22JbQk7TOrWAri1rZOUCEOewVdnO8gIHVk0fgryQI3DORjWtIQk7ocDYB8YpiJEC4+3uLR1jEMuNeuDMrIErM8qBRpUbNGNd13IegdEt0c662V9Zfpgfa5wr8Jc7NsePdbpWFkUnEnLEgcCD8sXZQNG5Bc4z7EhLTsu1KaBRlGGxfEkuAf4SnyW5FCUSxG7WyJt2lPVHOa6S07PlbL3AQYf7K+CtNKsMBwkVAYOUo6QzwZAsOe8wne7vA4daol9YJaZ2KRTWXHz//aMOHT16XlJvBbIkg4t3VBKClvwOlfGYLO+00i3llUnJ//AS8BLwEvASwDkTMS6Tnz+wUBjMK9hOTEMs/d5RyUmNVqBxvg0ZeHWMT14CXgJeAl4C3UhAszIWQVYIjp0zZ8xLY8bM+WHSwurXjmq7a6/dXMKertnUhprOvlFaDkha7B6/l4CXgJdAn5YAQX2H7ObUe+8ds3i33eZckyQ3/dZRjZo2bUhhk00u0WmrD8pBLfdOKkk187i9BLwEmk8C2TU6vDJUS4HT7r137Mu77XbP3KR47LeOqusd7zi7NZvdR3PYN91ucFJC9ni9BLwEvASaTwLmsAhv9d9QJyOvuvPOsZ/bY497eDN+7KlfOqodZ82apEMT39AsalXoNFvswvUIvQS8BLwEmlsC5gSlgv3M+3SQ/0o5q/3lrP4VN8/9zlGNmj17rOIAvmPVpUMUSX3HKu5+8vi8BLwEvATWWQlwElD/5/qkZlaXz5w56ksTJ857M87G9itHtfPs2SP1P6lLNZvaQM6KD6n55CXgJeAl4CUQgwT019AVuVzLvptsMvACoXMfrIwBcz/6H9WomTPX1+smLmttadlKbwFYaf/k7v5gGYswPRIvAS8BL4F+LAGtAub1NrHMpDvuGLN4zz3nnBWXLPrFjEqfrM/+fuTIc/V6pN211pf6CxXj6iyPx0vAS8BLYN2WgHlj3Bq1ccptt+3y8t57/+GqONrbLxzV7SNGHKc/9B7dUSjwNk736p445OdxeAl4CXgJeAmUSSDbriMWegVu9sI77thZM6u5dzQqoKZ3VDtcffVn9aKxc/grtc5S+jdPNKoxvr6XgJeAl0CPEjDvWFwtZ7WBDllccdttO++7995zFzQitKZ2VDtMn75VZsCA6XJQQ7UZxcsTeVOS35dqRGN8XS8BLwEvgV4kYN/Kr/2qls1kcmfefPPYfceNu+fFegXXtI6KwxOdbW1XDMhmR+ibUqm84bfeTvD1vAS8BLwEmlECHK7IZNo+ms12yFntM14fXVxWD59N66g6Ojp+NDiXG72afaniW/LrEZGv4yXgJeAl4CVQrwQKhQ4tA7aNyeeXX/K3v21zyIc//FTN/19tSke1/eWXn6Kvsh62plDQN0qDj+T55CXgJeAl4CXwlkhAK4Ed7blc61effXbjxXJU36y1FU3nqOSk9tE7/M60pyZKn/KuVTK+vJeAl4CXgJdATBLgA9qdndqzOu3GG3d+Yfz4uZfWgripHNWoK674kBzUZToxMVjTKI6i++Ql4CXgJeAlsG5IQO9aKOgQdvbC66/f+d8HHDD3hqjNahpHNWr69A31cZSfDcrlNtO+VEfp681RReHLeQl4CXgJeAkkK4EumemWgblc/mdyVovlrB6KQq8pHNV3p0zJ3f7Od14oJ7XT6nyefakovPsyXgJeAl4CXgKpSiCrT9l36YBb29v1t9afX3vtqH0OPHDeM701oSkc1W0bbXT6oEzma6v06l5/wq+3LvfPvQS8BLwE3loJBIcrBr2/pSXz85kzt9tv4sRH/9NTi/q8o9r+0ks/35LNnqEXzpL84Ym3Vv88dS8BLwEvgUgSyOdXd+Ryg3ccMiQzffbsHQ466KD5vCOwaurTjmqHiy/+uJb5LslpHqn3+HX5Jb9I+uELeQl4CXgJrBMSyOdXdslZHdDamn9Nfwg+WX8I5ovBa6U+66iGzZ7d1pnPX7x+a+s7l+nvz3JW64TgfSO8BLwEvAS8BKJKQOcA9bJ1/cdq0qpVy69RrblN5ag2/cc/unIbbfS79kJhR17Tq+Po/o+9UXXDl/MS8BLwElgnJKBTBdmBOmCx+ierV3fNb7qlv6emTs3rtN85OkixxZBc7nDNF/0LZ9cJxfON8BLwEvASiCYBLfu1dHWt+m17e/tpEyc26R7VmVOnFkZNm3bKyra2D8hZjZaz8ocpoumHL+Ul4CXgJfCWSkAzqbbOzlUP67D20T0dpKCRfXaPykl43uTJb2x3xRVfX9PR8Xu9KX0Lnf7r9LtVb6n+eeJeAl4CXgI9SkDn3wZ0dXUsyuVyh06Y8MArvYmrzzsqGHz08MOf0benJullUte35HJv07RKX/bwyUvAS8BLwEtgXZKANqR0liA3ULOopZlM16EHHPDAE1Ha1xSOCkbnT5p053aXX/6tgZnMRXJUOl+R8V/zjaIBvoyXgJeAl0BKEtAXfwfoOIFeTttxopzUvVHJNo2jMjOrI4+8ePvLLttar1I6Vp/4yOl/VX7PKqom+HJeAl4CXgIJSkBOSu9maM3pOPpZ48c/MKMWUk3lqGB8wKpVp60ZMmSrQS0tn9HfnO0LK2oRiS/rJeAl4CXgJRCnBOSksrncwDY5qRkbb9z+vVpxN52j0uGKldtNn37Emlzubn08cUt5qjX+cEWtauHLewl4CXgJxCeBXG7AwK6uNXfrRbQn7LTT/Jq3ZZrOUZklwEmTXthBJwEljVu0WfU27d51+w6p+LrCY/IS8BLwEvASqJCAzG/LEL2E9gm9POiIcePmLatHQk3pqBDE/MMPn7v9VVedJAYv19+eW7VfVbMXr0egvo6XgJeAl4CXgJEAbwsaor+3vqr3JB0+btzchfXKpWkdFQJ55LDDrtjhqqu20Ve6TtISYJcVXL2y8vW8BLwEvAS8BCJIIDiGnhmoy+pcrnD0PvtE+0Bid6ib2lHBdGtLy3f0/eMt27LZcZpSrYogY1/ES8BLwEvAS6AxCbTKWbXqfeGn7bVX9E/O91tHNW/ixNWjZs48Ts5qpP4F/WGdV6/6GvnG+sTX9hLwEvAS8BJAApzw0+fmBxUKndP23nvutDik0vQzKoQkZ/XiDjNnTpIEb9L75IdLiqv8q9bjUB+Pw0vAS8BLoFwCuVzL0Hy+84bOzqHfjks2/cJRIaz5Eyc+uOOsWSfmMpkrNatqU5Z/zVJcWuTxeAl4CXgJ6GtLmgSs19XV9Se9Df2YcePui22rpd84KrTooYMPnrXTrFlba/H0213BF4E5YOGTl4CXgJeAl0ADEtDRc76AuJ5QPDdgQOGwPfec1+uLZmsh168cFYLRd4/P1Mtrt9afgT8vL7WiFmH5sl4CXgJeAl4C5RLghF8+Xxis3KW6PWq33f7wZNwy6neOav5BB60Zde21x3R1dm4hAX9Me1XeWcWtVR6fl4CXQL+RgGZSbKVogSpzyu67z7k7Ccb7naNCiPMOPPCVHWbPPlJvrbhZjmpjvWLpzSSE63F6CXgJeAk0twT08m/9qVczqaljx953dVK89ktHhTA1s3pk1OzZJ2RaWmbpp149719gm5SSebxeAl4CzSgBzaEyGe1LFa6aO/eVM8eOTY7HfuuozMzqoIOuG3XNNVvrtb5n6menZlf+syDJ6ZrH7CXgJdBcElhf/5m6c8CAwSdNnfpUorazXzsqdKZzxIhzWhYt2kofSvmqHFVdL0xsLt3z3HgJeAl4CfQqgfW03Pc3HU+bNHr0rW/0WrrBAv3eUc3faafOUYsWnaw/ALwvWyjsiLPynwVpUKt8dS8BL4FmlQDvShiqg2ivdHVlDtcJv+fTYLTfOyqzBHjgga/qJODRWgK8WU7qXeqJldZZFeS8zEss9LsA8G8B/QzyFFKYPHuvm+CFFxX5rjz5obq2aDc4Aly8jIRyVWmSb1/+SIFiGVvPvXzD5YOrxEvovtgmx2OgeTBaLM+fJCraUqIXPAsEY5PaZWRmcAfvVCndB3wV22flWsZnkeeQ/MvkEOoHS6Mo+yI/4TLcC4ptsn2qvyoE9XTV2kXxPqPztmTrtVum3WZdI8gz/HDf0tJSfbkj6LNSQhaWTGV+ecFefznEXGu+t80qqxtqmsl3ZSQOfYmVZiMyxJM3LPA7yDdtLd4Hz3O2rFGGYvt0z4a76oLd4QvqBvnh+1LdIN8OANsWR9fxz3OLR7j4M08JlxmIZe0o4TJn1Czt8vtyuYbwVZG3wWHzw/fd5lXiKNa3/WDkHwyXYEC5fKsZxT4q8ezKFJWuWEYYTB+6umHcjvdgmDqaYd7L8ZnONqYqM1DQLrkfP2bM3fN71diYCnhHZQUpZ/XYqOuum6yfV6s3+E8Ab64IDCr/ZrNG1xg6Z2QxyqF7Uz7o9aIRNwbeOhzr9JzBdx6o3ME4HJWOx+av5ZCcoQ05QUMvlG/qWENdbF/ouRpiDK7xN6V9Oo7zlBxb6N5Yq7DTdbKxDkkO35nlwJCj8xVg7Y+xYAGRbCbnylRRbhBpedaMXVMcB2LHkhnPtCcnbGEc4Xv3zF3DNJVHe+SUAsqhMsZy6Ld5UvncmXXHY5V2F7MqnVdPZbt/1qtzcoYHEVkIWlfylWXGsbsyyCIvoTuWQRL8zofyjWMwKfDdJfGF/bLDUZkXLt/VFTgwGurKKxYwEqZcNps3Tq7kqFx58p2TyBtFAE1QLm8Mvm2fjStNG3VPPXsbuqdOkGucrqGJgXZy5d45T/fcSsCUdTgDHIHc3b1lL+xMi33hnHI4AHDtrnD6NmAo9a9tT5XgobxMZXBh5RSuZwcu/Zq3g6EUrIgXHZQ2w/WMXXa567cBr+kk76hCcp43YcJvP33ddStyLS2b5XO54PtVNowwt0F0bb2RNezWUWHkZWiD57pXuG2quzxGm6tvNTUwrGgP0KpPZhHVO22ClsVhnKMb1YHTDJLKFHFC15bJ65rT38NNGeFroUFtbaZeqzPwIQuTbW01ZXlNR5iHjOb2ju889xgR6+BwGmErppf+gjsjuRW4CmGX7EunwWd5dO1uE70O8tQmKOj71EWnY/LJszM0016bCiGr2aL88AfGWpjtDODwpngsdVHJetp2U6fV8gti2lLsB8tvh65tbW1Fuk4OrQMHFjpXr85kBg3KtIaeh3G6tjoa5ndLSwkXv11fCp8rHzQ86Ac3TSvDQd8U/Wgu09nZaQwgeZ2dgTEMngdDur09eO6SXmStZnSasiWf6XAERYNngd5aH18s29lZNOBOLYu4AjUN6gV4OrLt7eavNWKpI9vSEvRLR0eHVC1gAhHofXC2ja1GlV19J558vquYl8sFfEEr4D141N5OPUcb3J2mzUGbshl1VxGHYwa8TgZoXr5ok6nXAl9muFI/aAMex7UOpxX8YLLp8nF83FNXL2MN8eIcoms7NXPWrMjyq50ar3b2FDh+57QNB3gHyx7ycsNWAUO2szOQMXS7ujpCsuK3CSrEW0CfwIO2BeXzWavqxbgu6I9SW5khBzwqSAsmyqqfb1W55bvscs/tThppXb2jqpD0AxMm3JWW8PsMHTc6OvzrEftMn/mGrhMSCM9IaZCNpdaJtvWlRnhH1Zd6y7fVS8BLwEugH0rAO6p+2OmeZS8BLwEvgb4kAe+o+lJv+bZ6CXgJeAn0Qwl4R9UPO92z7CXgJeAl0Jck0Gcd1ZQpUziKsqVguCCp70pxCmuQAFp8wt4d2Uyij6HB8ShOLCT5OhLHE0fweXN86bhWNK44OxRV3tDiGzXwpuNyNcuvFllAa6ig3cqw7NRbNNYilaJv6CfktiZSjfoLpcUTLUReQwR87C5J/QM3/8WBHvJLqp/gCVqMX67oUpK0zMtZBUl/jQGdQH7oHy/TTtImIUNoITvGfNLyWzR16tSq37Hqs45KQttA8L+Cp6wg6zcH3dekc8bYx/fqmpS8nPIdIxq/EbxgFTEpnnayA5hjpsEZ1+iJARLFubmj1weq/F8Fj0asF24J8o4yEB2tz6n8I4KXItaLznWpJI76Y4JPCX5qs5MYwPAE3v0FDwsWJcgThnx9wXjB9QKCsiR4QlzI7zOCdwp+UYdO1NJn0Pqa4N+COwVJjV/k93bBblZ+SckO3rFJO1t6/JcpKZ6ghQ4eLbhf8HiCfYX8thK8KphSrYOTZLIWhaqnLJHSQnngc+upHLWOZm5LVHa46Pw4ap16yokOUfqXBZeLFs43sSRaC4V8S9GZnhgRi1i03qHbh0WLQZVoEq2NRWCWaD2RJCHROUD4NxedC5OkA27R2lSXX4jWgiRpiQ62YITgR6KV6GdvROttovMB0ZmWJE9Wfjvq+qBoXZwkLfE0TPixE2noBIHYjknbJCu/L+j6a9G6I2H5bS38n++ORl92VCaKZglQQiz/42S8EkVGUWYQjVJlig0tBnHSiVlUGjzBBzOitPQMWsG/S5NN8JPk8li49Wnx5Ja4uSbqqKxOJNtDJezMqlgOTjo5+SVNB/yM3yRnbWEe0PNaV13qkQH2r9sxlZYBqafh/a2OW/5Lw9A26z930xq8zlikoaNR9wMbbYtb0k0y6Gu0jfXUd/tT9dT1ddYRCXhH1XtHpCkjjEQahiJ4j2HzJSK/NPiCRhozX3oo6UMATgvQ8zQi57S1DkfPnptPfVgCaRrhviomZJRmpJ6GnJqNHyeztJYz0+gjRyPKYZI42uNnVHFI0eNIRALeUSUiVo/0LZJAWjOqNNkLv3s3TbrNQgv5ceTepz4sAe+o+nDn+ab3CwlgaJt1BpxGB/o9qjSknDAN76h6F3AahxtcK9Lao+qda19iXZGAd1SN9QTyS2OPiqXTtJZpG5NIH6ztHVXvnZaW8uGkcIppOsbeufcl3moJ+KW/xnqAcZWGDDme7sduY33Vbe2+7KjcK4cSEk0RbVqHKRhQvA4KhU86Ef2l1ffudUNJ8wR+aKURWCC/NPoJntKK1N14SmOZkb1E/jeTRoKfNPao6Ke0eIJWWic0edVaGraix/8LptGApJSRY7v8Qzvp9F9rLJKmg6PiVUPLkyZkacBXGuk1EVmWBiHRWCzgnYJJpzdE4B9JE7H4V+iaxh9WGU//EqTxvy10AgOYRsJGpLH0h969nAZDdjz9JyVaT4sOb+dJOtFH3cqvLzsqDC2vG0r6fzPXiE4ackLR9xVgmJJO80SA98elkX6SkvGDl/MEaUTPvPcRGaaRfikiSb8pAj4wRv+Xkv5dLTppzNzg6yJB0i8Phg4O8ew0FEI0+Ar5gynROiqlMfWM6DzXHU9pGOBE5GkdVOJvWBCdNBxHxvKTRuQCLZxiGjMPaKVhZI2OiVYqM7eU5cfsI/Fk9S8tWqmMKasTaQQu6B6nC5lpJ55EC57S4iuVvrLyS+8VSnr3Hi+JHS/4s4gfFO41PePFg9cJWF89Ws/n1NurwvU+1f2AgKWKBcJV9fXw9eJ39USHNyLz+v6/igZvNY89ica7hPQjVi4vJfkCUtFiHX17AW97ZpnxL6KX6AATTd72zNu5n4/7hbH2cy+7CDdvimDtPhypPy563UZp9XakaPL29Hdb+fHC3dicsXDDA/LikyVhXtyJ0IdE7/V6216tnmiiC/BEHy0VPJqETogO+xCfEPDyYHTvT9boxsKO8L9fiLAJBHx/tMaviFvPoc1b23mOHOs6ZGFftMzLbgmUH6jsfz3/uPJ5mfCLevZYI8xZO7eNcDBG5wlfcWnWvkh4B+VvaOVZ91i2OjBKeJAJL/Et24KwOr+ZnrEM/ZSev1gPX1a/x6ou+8noGcv1ayWV+x9lvoe+UpkHk5hRjbDKUm2vhXXpD9tWbVAPo9QRE4fr8n0BCk96Rnk4vnvqxVlZT/h47fwPBOPts8m6xv4GddGZILw495GWzhrlzdb9CXHP5oT3g8J7iWDXEL+PK/940Zobl+zCeIR7b/2+1eZdpuukmOngoFiexQBVplOU8cO46IkXAqwfCfj0gTu08YDyD5X8/hkTHQKJWwQER9XSHspk6SeWpLbzyY1pAnTDpQXK/4Z44vMOsSThw8hdKhgXQvgH5R8hOiz71J2EA7typOBMAc6WT1JgwM2Sn54jSz7Jwic/XLrJ0o48i7RGlvajU1tY/BjUv1s6w3T9juAkAfrBsm1ZsB6VSdFCD74uwM6Bl70iHK2Z4Vh58vUDtgtcesyO5cj9ZoOHfSxPOHoc4baCv1k62Gns3sGWJ7JfUL2zdL3KzsQjsaU64D1fsLut8FVdsXVlSeXeq4y7Be+w7fhIZEdlDQ6RHhv+fLOGhhO94BF/qQbzzReSWw+utrTE1A6PjDeta9NW7SC6QHBEm6cKiAa/JbhIzz6ldjS8fCY88PVHATwQOeDZY9/QFh1mmNdaXvg8ADO2kwWH2Q7CKMaSRItTauwNMIBvFKAIewlQ0ml6zmcDYuVRODEa7Bu5lMRegZt50FcYq6VWnsxMFsQivBKSE3R7rMX7Mys7HPGJNj8OcvQB3yXbSOAifozWtwU4ythm9eofPmp5gQAnxZWAAuOBgTxPz0fXO+uoIgicCEb+T4KZgj3t7x8QrIVnCnUI8WLVYcxgm1iZqJzhHqE8nNSfBVcKxgs+J+BAzGk10CPIgtaTAvoJp2GWq8QDesinMJiZgpex3cjyuguIcBjDLE9mP946F57jpNgrJVAbI+AzGYzlUZJn1LGG3NBlPi3EciJ8hZfgcEgTBTh/ymF/0U/2ngluIwUZahN2hxU0AgN8BYFld1s37PXhpEimLyM7KpUl8poseF5AlDBa4F7MebAaMq5iOljNEcVx+gbDQIR0hegxuOi4XXXhY4AI4/eWwUYuzNSIak8XoJg4qiQSnYXDeEK84KDgBeOOcrB8EGfCyKFYfEDueyiyaKE4yBPHjDGM1VEJH8aVAXuDgEGUxAY6Oog+sEQwK06BhXHZfjlUeTiPL4vW08pj4NJPkaPy3tpnHQOGvJhE5xD9QC/oN4xgXIloeXOLjO9QLRYtVkJwVMwYCCjrWh6raD9GfD8BBvBUZmqi81vdM0PAeY0QPFsPU8KDDcMof0HA8ljZbFPP0Xt0j/Qt0b5LeThLDPuXdD9FeVH3e9A1bMKvBBh2giGX6B+WmY8TYBsJPOtKahJ4jZ4JOIl5nyA8dhir2FJs1Glq/1Oqc5vuCTyZ4WHko55AJFjhEM0MAU6x0icsVN5FgktEx80c8QXMvgimIjkqW5YZJjaB7Z9qKyDYv/F6hn+5UfBZgZFxLY5qKRWUUGCM3ScFLFfB4LYCokqmvC5tJqIoPAkhI/gRgkb/50LERCKqcYlICkeFwY3DUbF2bqbP4oHBmkgSjfuEGAgn9o9IsUXOIBMtDBAzUHjaSICBYlZM38R+skz44eObApZPUWZnLOKWJcYDPc6LJsskrH+zX3m1eL4xRmIEK0STfxEMF63v6You3yQ6dRnZKG0THbdcCw0TmMWYiGzpe2YKp4gWBoQImyDz5+IrjsCS5tI/jCMclVvxeFX3HLFmLwe51itDcLJM2an2Y0ArE84Y/MxuXrIPWSUhuHiXgGUmY4AjJJx5O+NHZcNOiqr/0bOvcKPn7Gs3kpg5nWR5Yv+1LFnHekhFNuONVRN4q2XPGQcET8Oq8ITdMA5XzwcJmC1+SoAPmC+oJWi6S7jMFkB3NtW2gZkitpcZG7Ne46BrcVROLgji2yL6X12fFPKbdEW5YYDkpnNb6v6KCmHG8ROBksJRkBtQw+MgQMfFgadWHJLlObZzkDHRelIJg+fW65mFsB8Wnu43RNcqIsuzRHXMDutap4/YCPqcPYrNBDhi9IIgaj+141DxVTY7iYizWjEiZgYNhpXZAA6SmcJponOs6LD/lkRCfswYRSLeQy/WELKnwr4xgSZAIhCdGiMzBEksHTHTOMY6eWZAzLZJdY9bq7dOdyudB7iZUeGsWKZzs0NmYDguyg+LymfILqwVvOpZeBmroWA8Ak9lTZY82ZLBsKOf56i+2ceKknriqaI+9sLp+IO6n6i6BBqRUkSbOkXIRgjGW6TFWWQ9jupf1km5BrpIiCgzvPfE3hURWjgxJf2SVZBIDFYpZNZpu0k9PauXXuL1JDem39MEOPxFApaWFiZI+Hbhxnig4Cz9fVdtIPiIy1kdLZyjBHsI55vC7ViJum5eC+voGYMUI4Rzx8kz25ksOFa0+Yx21KWdnug6I4ij+oYAB8hMhBkjzop9WmQaWxJOomlmoqwYsHwaaxJ+HCCyY/mSjXm3FHyA7i/W8yMrDHBd9NEr4cLhsh+LbhwlYNb7uoAloLr2q+tqTJNVklyxp+g9gRNLw/RjEmmB1RVWtJi9nS/ah1f4grrpChcTneMFZwgnh0K2tciMbtTjqCqjFhddYCgwdM4L/l0EJ4dbLuJMs4mkqkU+UZlkJkdy+2PcY+hJKH6fSpIJfHDyhTV8NkbpfNa/Y02ig8yZAeSEnzX2XymP5T/W61miu17wcKNEhXOEcJwh+KegRb9xhBhC0lb6vSt8Roywem2O8LBswyGHYhINButkAct1HLaJul7fEz23Qe+WFVeIDifJWN/H2CJL1vjjTBwCIOEEKw8IxEHno0LC4Qn2nU8WjZXiieUZllwOEbA/ywGEhpNwszfEntQEATNg9A0niezYh0kqERxhM9ADZ6tw0IwFbFafsxlOUAQSumeWQyCG3bgyTiEKP7acvhos3Cz1zVcePoPtlf3tteGVBOFkz40DFPTHc9ZmMMsnvZ3f9TiqzVVxpBrOxiFpO3tdbJcSHE6m3JWJKX54U7AeubJHQGLT0CXWTklP1IOwlzpuSh9HVF5GyjoPOhonxZ4Ap2uSSiyzcDroDdH9omhhHNgncCeTGMhxJIIRAodhAmZu4cTGOcaK/sLgN5zEC3tShwv43wyGj8ReJYm1+rgMPM6O2RqGlb1ZlrI2EWD8oLGsYWZCCMQX+yfsdbBKwEZ5EgmDTXJBJvfQczMcjHksSfzsaOV2mfppiQ2SsB30UVzj1vV1p2iY2TsRv2gRQOwuYG8FWvQf+0ysBtGntSbX18iq2izajak4thAcT13hYEU8YTMIJBYK9tezBbUyUVEentyKlOMJG/4bATb/ONGYY22843/DOmm6JVi3ZQMdgkoc1s8rcLKFdGs9jgpnM10Nn6ErBmEfi9gt8zmc3TmkRh3VLaLH+jkndojaOaGHwj8keKROwZVVE172O1h2YYY4wj7cWfko3r/VWffGQUc4WNZhAxYFWSb8HJXF8AHwRiTd8Kkr21Y2ktlsZep+jWjBA8aDmQDLjY/GxBOGgFkzygdfyJBBdYiAE1nnC5bGRAs0zBRZ/kAfcJKsm3N8lvQbyS8WWsLzqvCzn8eppat0j9OHL/rqFj1HhnEmxhbLjASEceN27aSvMNTvF5wtnu6xPGGAnhaw5BhXYiZ1koD/nbGvzW8CmvORbb1EbLCHQ8cOMEMkbap8gj6cFcESxg9Hda7yCdhY2mQfif8BRV6OVl2CLOqzX4neYVi/onyWnxmvBC7wxLgibaNnjG8M8p3MWKPwqTq0bYyAoIiDICQOQLE1gJOg39jPZowRQI3Vs311pR724hrRYpbca1I9bOeHBAQt6DL2mbEET6yw0Dd7Ca5QHsvdOJTxAsb2H3olYAuoLkECy3sEQeg1aQ/ls3/IoR6W0YcJsBcAMyrsPHycWo+jekwVFwhYXqFTmGkwK3DTTjqPhFGsTAjSzbTqoU2EtFDMsSTCaZQzLAEEisePvIlYpW3hLBRtdkWZQ/UbYArMZn0cyQ0slOO4CoQsaf1aEIujkmyYSR0ofD8W4IQBEjPUb+o5p6AaTsLDUsqNYUSiy+zgEMHTLAE1TCSEQPjuFH6U/HTByfYREeFFAgZznOlcIcMgYjDccuYduj81TiIW1wh7RZ6xz+bBLdm9Yo0f+2wcpABI6PgpzHxi5IvxupUAg/ppixebwd5VIwl780MBAZhLROEz7A9m3L8Q0F/HCgiUSBz0QkdqSYxRDhW4hHGHNgl6nxEQ5LrkxhmzIpzBCxGJYRvpE6djVBshcDYWPWdWSML4A+GEjY7kqFSOsYM9Dafz7A+WtQn6aA+2A8dBWii4QPrxYEW9nn4SKFxeUeB4/QZuEy434TFFpJcEUNBboWfX1+MsmFazeUznM31+Vb/DkdcZysOJMaWvTM8og0gBw1x3tCZ6N4g+MygUn6W5x2J0UrR5rgClI+HdiR5wsrQ7zsHLYHGzs/BME3rIL46lg2IfSEZ/kdzgCwdJkEGE96TyY122qtLvNyqPKJBZXexJ7b9MfP1OiDFQRLovK6+Wo7OR2iScOMAjRIslRnQfufH6rliCiYpGsA/ATIH9lVj1IExHbb9b/OyqPAwpOgFPvC4sUvQfSXAqJHwvi87+uv2YpcNx7sej1u+hHMtsXxcQmbsZPGOJ8Uqif8ifLPqMNwKN15WHMa81Eagwqya55VH0jYRuc6gB51XZDvqvlqVu9MnNMBwtxxP2CDvK3rKbAYX5gPaCGhjD0RIQV+PpOasHX5XscJzoPPaWfGZytSRWwrqzqdVm1PCI/ptlyHoclanTnZIpn4MAVQ8DWGdyXy3cdVdWuJiaArEnO7u4O3bEFQhFhwgrapQVS3NEk6WOhg9N1NIY0WQQJ+KkXDuS1IdKXisCs1pEEblsyvxgDAj8Ek3Woceqe8KJ4Y6EU2XZq6o79WTb6kZapaLlqbdtjHr21taiJlqs3AA9pkZ1XvXZE498aEbll6r8HNeo/wdHkxEGPgmVNwAAAABJRU5ErkJggg==)
PROCEDURE
1. Pour the given solution in separate clean and dry test tubes marked as A, B, C, D, E, and F and place them in the test tube stand, as shown in the figure below:
![](data:image/png;base64,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)
2. Take six strips of pH paper and place them on a tile.
3. Place a drop of each test solution on the six strips of the pH paper using a dropper.
4. Note the colour of the pH paper and compare it with the colour chart of the pH paper.
5. Record the pH value corresponding to the colour.
6. Similarly, using a new dropper each time perform the same experiment with the remaining test samples using a new strip of pH paper.
7. Record your observations in the observation table below.
OBSERVATION TABLE
![](data:image/png;base64,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)
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)
RESULT
1. The pH of dilute solutions of hydrochloric acid, ethanoic acid and lemon juice is less than 7, and therefore, they are acids.
2. The pH of dilute solutions of sodium hydroxide and, sodium bicarbonate is more than 7, and therefore, these solutions are bases.
3. The pH of water is 7 and therefore, it is neutral.
PRECAUTIONS
1. The acids and bases solution should be used with care.
2. Use distilled water for preparing solutions.
3. Use only standard colour charts for finding the pH value.
4. Do not touch the pH paper with dirty and wet hands.
5. Keep the pH paper away from fumes produced during a chemical reaction.
AIM:
To find the pH of the following samples by using pH paper/universal indicator:
(a) Dilute hydrochloric acid (HCl)
(b) Dilute sodium hydroxide (NaOH) solution
(c) Dilute ethanoic acid (CH3COOH) solution
(d) Lemon juice
(e) Water
(f) Dilute hydrogen carbonate (NaHCO3) solution
Answer:
MATERIALS REQUIRED:
Apparatus: Test tubes, test tube stand, droppers or glass rod, pH paper/universal indicator, standard colour chart, glazed white tile
Chemical compounds: HCl, ethanoic acid (acetic acid/vinegar), lemon juice, distilled water, and sodium bicarbonate solution.
THEORY
1. pH is the measure of the concentration of hydrogen ion in the solution.
2. pH is defined as the negative logarithm of the concentration of hydrogen ion in a solution at room temperature (298 K).
3. The hydrogen ion concentration (H+) for an acidic solution is always less than 7 on the pH scale.
4. The hydrogen ion concentration of a basic solution is always greater than 7 on pH scale.
5. The hydrogen ion concentration of a neutral solution is 10 mol/L. Therefore, its pH is 7.
6. The pH of a solution can be measured by using a pH paper, universal indicator or pH meter.
PROCEDURE
1. Pour the given solution in separate clean and dry test tubes marked as A, B, C, D, E, and F and place them in the test tube stand, as shown in the figure below:
2. Take six strips of pH paper and place them on a tile.
3. Place a drop of each test solution on the six strips of the pH paper using a dropper.
4. Note the colour of the pH paper and compare it with the colour chart of the pH paper.
5. Record the pH value corresponding to the colour.
6. Similarly, using a new dropper each time perform the same experiment with the remaining test samples using a new strip of pH paper.
7. Record your observations in the observation table below.
OBSERVATION TABLE
RESULT
1. The pH of dilute solutions of hydrochloric acid, ethanoic acid and lemon juice is less than 7, and therefore, they are acids.
2. The pH of dilute solutions of sodium hydroxide and, sodium bicarbonate is more than 7, and therefore, these solutions are bases.
3. The pH of water is 7 and therefore, it is neutral.
PRECAUTIONS
1. The acids and bases solution should be used with care.
2. Use distilled water for preparing solutions.
3. Use only standard colour charts for finding the pH value.
4. Do not touch the pH paper with dirty and wet hands.
5. Keep the pH paper away from fumes produced during a chemical reaction.
Viva Questions
Question 1.What is pH?
Answer:pH is the measure of acidity or alkalinity of a sample. The pH is defined as the negative logarithm of the hydrogen ion concentration in mole per liter.
•For acidic solution, pH < 7
•For basic/alkaline solution, pH > 7
•For neutral solution, pH = 7
Question 2.What are the different characteristics of the solution (by pH), explain them and give two examples each?
Answer:The solution can be divided into three classes,i.e., acid, base and neutral solution :
1. Acid: Any substance that gives H+ ions when dissolved in water is called “acid.”Generally, they have a pH less than 7 in pH scale. Example HCl, HNO3, etc
2. Base: Any substance that gives OH- ions when dissolved in water is called as “base.”They have a pH more than 7 in pH scale. Example NaOH, NH4OH,etc
3. Neutral: The solutions with an equal concentration of H+ and OH-ions are called neutral solutions. They have a pH of 7in pH scale. Example: water
Question 3.Give two examples of natural and synthetic Indicator:
Answer:Natural indicators are Litmus and Turmeric.
Synthetic indicators are Phenolphthalein and methyl orange
Question 4.Using any for indicator differentiate acid, base and neutral solution?
Answer:![](data:image/png;base64,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)
Question 5.What is a Universal indicator, Give one example?
Answer:Universal indicator is a homogenous mixture which is prepared by mixing some common indicators. It has pH ranging from 1-14 to indicate acidity or alkalinity of solutions.
Example: pH scale is a universal indicator. If we put a pH paper in lemon solution, then the reddish color of the paper turns “yellow” as shown in the picture below.
![](data:image/jpeg;base64,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)
Question 6.What is the pH of rainwater?
Answer:pH of rainwater < 7 due to the dissolution of acidic gases like NO2andSO2.
Question 7.What is the pH of soap solution?
Answer:The soap solution is basic hence have a pH>7.
Question 8.What is the pH of the stomach?
Answer:The Stomach consists of HCL in gastric juice which is acidic, hence the pH of the stomach is comparable to the pH of HCL which is 2.
Question 9.What is Hyperacidity. Give any two examples of an antacid?
Answer:The hyperacidity is a condition in which the pH of the stomach reaches a pH <2.5. This happens due to higher secretion of HCl in the stomach which make the stomach more acidic.
The antacid is the remedy for hyperacidity because they are basic which helps to balance the ph of the stomach. Example: milk of magnesia, Sodium bicarbonate.
Question 10.What according to you should be the pH of dil. HCl and dil. NaOH solution? Observe and explain your findings.
Answer:Dil HCl is an acid as it furnishes hydrogen ion in the solution and therefore has a ph less than 7
HCL(aq) → H+ (aq)+ CL- (aq)
Dil. NaOH, on the other hand, is base as it furnishes hydroxyl ions in solution and therefore has pH greater than 7.
NaOH(aq) → Na+ (aq)+OH- (aq)
Question 11.Why NH4OH is a weak base?
Answer:It is a weak base because it ionizes partially in solution.
NH4 OH(aq) ↔ NH4+ (aq)+OH- (aq)
Question 12.On opening the soda water bottle the dissolved CO2 comes out. Would the ph of the solution increase or decrease as the gas comes out? Explain your answer?
Answer:CO2 in soda water bottle exists as carbonic acid. On opening the bottle, CO2 escapes out. Therefore, the concentration of carbonic acid decreases and pH increases.
Question 13.What happens to the ph of the solution when we increase the temperature of the solution? Explain?
Answer:On heating, a solution the pH of the medium get shifts to the right side in the scale in a temperature increase because of the ability of a solution to ionizer increases and so the concentration of H+ ions increases in the solution.
The pH scale is given below:
![](data:image/jpeg;base64,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Question 14.Dry litmus paper does not show any color change when brought to dry HCl gas. Why?
Answer:Acids shows acidic behavior when they are dissolved in water, i.e., are aqueous. Thus, No change occurs to litmus paper when dry HCl gas is used.
Question 15.If a wet blue litmus paper is brought closer to dry HCl gas, what changes will you observe and Why?
Answer:The blue litmus paper will turn red .This is because the litmus paper is wet and therefore H+ (aq) ions are released by HCl gas.
Question 16.Why does lime water turn milky when CO2 gas is passed through it?
Answer:Lime water(Ca(OH)2) react with CO2 to form an insoluble precipitate of calcium carbonateCaCO3which turns water milky.
Question 17.Why do we use Zinc granules for the test in the lab?
Answer:Zinc granules have increased surface area so that reaction occurs fast.
Question 18.Why do metal displace hydrogen from dilute acids?
Answer:Metals displace hydrogen from dilute acids because they are more reactive than hydrogen. Metals lose electrons from which the hydrogen ions from acids accept, and hydrogen gas is liberated.
2HCl → 2H++ 2Cl-
Mg → Mg2++ 2 e-
2H++ 2e- → H2(gas)
Question 19.Do all metals displace hydrogen gas from dilute acids?
Answer:No, only the metal which is above hydrogen in the reactivity series can displace hydrogen from dilute acids.
Question 20.What would happen when dil. HCl and dil. NaOH are mixed in equal amounts? Write the equation also?
Answer:Whenever acid reacts with base the reaction is said to be neutralization reaction. As a result salt and water will be formed.
NaOH +HCL → NaCl +H2O
Question 21.Why hydrogen gasan explosion?
Answer:Hydrogen gas burns with an explosion because Hydrogen gas has the highest calorific value with low ignition temperature.
Question 22.Write the reaction of zinc with dil — sulphuric acid.
Answer:
Zn(s) + H2SO4(dil) → ZnSO4 + H2(gas)
Question 23.What is the difference between a strong acid and a weak base?
Answer:Strong acids are those who completely dissociates into ions.
HCl(aq) → H+ (aq) + Cl–(aq)
Question 24.What will happen to a lighted candle if it is brought near the mouth of a gas jar containing hydrogen gas?
Answer:The candle extinguishes with a pop sound and the gas burn with a pale blue film.
Question 25.What will be the color of blue litmus paper on bringing it in contact with a drop of dil. NaOH?
Answer:Blue litmus paper does not undergo any change in color on bringing it in contact with a drop of dil. NaOH as it is basic.
What is pH?
Answer:
pH is the measure of acidity or alkalinity of a sample. The pH is defined as the negative logarithm of the hydrogen ion concentration in mole per liter.
•For acidic solution, pH < 7
•For basic/alkaline solution, pH > 7
•For neutral solution, pH = 7
Question 2.
What are the different characteristics of the solution (by pH), explain them and give two examples each?
Answer:
The solution can be divided into three classes,i.e., acid, base and neutral solution :
1. Acid: Any substance that gives H+ ions when dissolved in water is called “acid.”Generally, they have a pH less than 7 in pH scale. Example HCl, HNO3, etc
2. Base: Any substance that gives OH- ions when dissolved in water is called as “base.”They have a pH more than 7 in pH scale. Example NaOH, NH4OH,etc
3. Neutral: The solutions with an equal concentration of H+ and OH-ions are called neutral solutions. They have a pH of 7in pH scale. Example: water
Question 3.
Give two examples of natural and synthetic Indicator:
Answer:
Natural indicators are Litmus and Turmeric.
Synthetic indicators are Phenolphthalein and methyl orange
Question 4.
Using any for indicator differentiate acid, base and neutral solution?
Answer:
Question 5.
What is a Universal indicator, Give one example?
Answer:
Universal indicator is a homogenous mixture which is prepared by mixing some common indicators. It has pH ranging from 1-14 to indicate acidity or alkalinity of solutions.
Example: pH scale is a universal indicator. If we put a pH paper in lemon solution, then the reddish color of the paper turns “yellow” as shown in the picture below.
Question 6.
What is the pH of rainwater?
Answer:
pH of rainwater < 7 due to the dissolution of acidic gases like NO2andSO2.
Question 7.
What is the pH of soap solution?
Answer:
The soap solution is basic hence have a pH>7.
Question 8.
What is the pH of the stomach?
Answer:
The Stomach consists of HCL in gastric juice which is acidic, hence the pH of the stomach is comparable to the pH of HCL which is 2.
Question 9.
What is Hyperacidity. Give any two examples of an antacid?
Answer:
The hyperacidity is a condition in which the pH of the stomach reaches a pH <2.5. This happens due to higher secretion of HCl in the stomach which make the stomach more acidic.
The antacid is the remedy for hyperacidity because they are basic which helps to balance the ph of the stomach. Example: milk of magnesia, Sodium bicarbonate.
Question 10.
What according to you should be the pH of dil. HCl and dil. NaOH solution? Observe and explain your findings.
Answer:
Dil HCl is an acid as it furnishes hydrogen ion in the solution and therefore has a ph less than 7
HCL(aq) → H+ (aq)+ CL- (aq)
Dil. NaOH, on the other hand, is base as it furnishes hydroxyl ions in solution and therefore has pH greater than 7.
NaOH(aq) → Na+ (aq)+OH- (aq)
Question 11.
Why NH4OH is a weak base?
Answer:
It is a weak base because it ionizes partially in solution.
NH4 OH(aq) ↔ NH4+ (aq)+OH- (aq)
Question 12.
On opening the soda water bottle the dissolved CO2 comes out. Would the ph of the solution increase or decrease as the gas comes out? Explain your answer?
Answer:
CO2 in soda water bottle exists as carbonic acid. On opening the bottle, CO2 escapes out. Therefore, the concentration of carbonic acid decreases and pH increases.
Question 13.
What happens to the ph of the solution when we increase the temperature of the solution? Explain?
Answer:
On heating, a solution the pH of the medium get shifts to the right side in the scale in a temperature increase because of the ability of a solution to ionizer increases and so the concentration of H+ ions increases in the solution.
The pH scale is given below:
Question 14.
Dry litmus paper does not show any color change when brought to dry HCl gas. Why?
Answer:
Acids shows acidic behavior when they are dissolved in water, i.e., are aqueous. Thus, No change occurs to litmus paper when dry HCl gas is used.
Question 15.
If a wet blue litmus paper is brought closer to dry HCl gas, what changes will you observe and Why?
Answer:
The blue litmus paper will turn red .This is because the litmus paper is wet and therefore H+ (aq) ions are released by HCl gas.
Question 16.
Why does lime water turn milky when CO2 gas is passed through it?
Answer:
Lime water(Ca(OH)2) react with CO2 to form an insoluble precipitate of calcium carbonateCaCO3which turns water milky.
Question 17.
Why do we use Zinc granules for the test in the lab?
Answer:
Zinc granules have increased surface area so that reaction occurs fast.
Question 18.
Why do metal displace hydrogen from dilute acids?
Answer:
Metals displace hydrogen from dilute acids because they are more reactive than hydrogen. Metals lose electrons from which the hydrogen ions from acids accept, and hydrogen gas is liberated.
2HCl → 2H++ 2Cl-
Mg → Mg2++ 2 e-
2H++ 2e- → H2(gas)
Question 19.
Do all metals displace hydrogen gas from dilute acids?
Answer:
No, only the metal which is above hydrogen in the reactivity series can displace hydrogen from dilute acids.
Question 20.
What would happen when dil. HCl and dil. NaOH are mixed in equal amounts? Write the equation also?
Answer:
Whenever acid reacts with base the reaction is said to be neutralization reaction. As a result salt and water will be formed.
NaOH +HCL → NaCl +H2O
Question 21.
Why hydrogen gasan explosion?
Answer:
Hydrogen gas burns with an explosion because Hydrogen gas has the highest calorific value with low ignition temperature.
Question 22.
Write the reaction of zinc with dil — sulphuric acid.
Answer:
Zn(s) + H2SO4(dil) → ZnSO4 + H2(gas)
Question 23.
What is the difference between a strong acid and a weak base?
Answer:
Strong acids are those who completely dissociates into ions.
HCl(aq) → H+ (aq) + Cl–(aq)
Question 24.
What will happen to a lighted candle if it is brought near the mouth of a gas jar containing hydrogen gas?
Answer:
The candle extinguishes with a pop sound and the gas burn with a pale blue film.
Question 25.
What will be the color of blue litmus paper on bringing it in contact with a drop of dil. NaOH?
Answer:
Blue litmus paper does not undergo any change in color on bringing it in contact with a drop of dil. NaOH as it is basic.
Lab Experiment 1b
Question 1.AIM:
Studying the properties of acids (HCl) by their reaction with
(i) Litmus solution (Blue/Red)
(ii) Zinc metal (Zn)
(iii) Solid sodium carbonate (Na2CO3)
Answer:MATERIALSREQUIRED
ApparatusRequired: Test tubes, test tube stand, test tube holder, cork, droppers, beaker, litmus (red and blue), Zn metal granules.
ChemicalRequired: Solid sodium carbonate, dil. HCL.
THEORY
1. Acids turn blue litmus red and do not affect red litmus. As HCl is an acid, it will turn blue litmus solution red.
2. HCl reacts with zinc metal, to forms a salt, zinc chloride (ZnCl2) and hydrogen gas (H2) is liberated.
![](data:image/png;base64,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)
3. Hydrogen gas burns in air with a pop sound.
![](data:image/png;base64,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)
4. HCL reacts with sodium carbonate (aqueous/solid) to liberate carbon dioxide (CO2) which turns lime water milky. When an excess of CO2 is passed through the solution, the milkiness disappears.
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PROCEDURE
1.Litmustest
Take 1 ml dil. HCl in two test tubes each. Mark them ‘A’ and ‘B’ and put them in a test tube stand. Add blue litmus in a test tube ‘A’ and red litmus in a test tube ‘B’ Observe the colour change in both.
2.ReactionwithZnmetal
Take a test tube and add zinc granules to it. Add to it dil. HCl. Place a cork with a fine jet on the mouth of the test tube. Bring a lighted matchstick near the mouth of the fine jet after some time and observe.
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)
3.Na2CO3test
Take a small amount of sodium carbonate in a test tube and add dil. HCL dropwise.
Pass the gas evolved through lime water and observe changes.
![](data:image/png;base64,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)
4. Note the observation in the observation table.
OBSERVATIONTABLE
![](data:image/png;base64,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)
RESULT
1. HCI being acid turns blue litmus red.
2. It releases H2 gas on reaction with Zn metal.
3. It liberates CO2 gas on reaction with Na2CO3.
PRECAUTIONS
1. HCI is corrosive in nature, therefore, handle it with care.
2. Use small quantities of the chemical compounds.
3. Use zinc granules, otherwise, the reaction will occur very slowly.
AIM:
Studying the properties of acids (HCl) by their reaction with
(i) Litmus solution (Blue/Red)
(ii) Zinc metal (Zn)
(iii) Solid sodium carbonate (Na2CO3)
Answer:
MATERIALSREQUIRED
ApparatusRequired: Test tubes, test tube stand, test tube holder, cork, droppers, beaker, litmus (red and blue), Zn metal granules.
ChemicalRequired: Solid sodium carbonate, dil. HCL.
THEORY
1. Acids turn blue litmus red and do not affect red litmus. As HCl is an acid, it will turn blue litmus solution red.
2. HCl reacts with zinc metal, to forms a salt, zinc chloride (ZnCl2) and hydrogen gas (H2) is liberated.
3. Hydrogen gas burns in air with a pop sound.
4. HCL reacts with sodium carbonate (aqueous/solid) to liberate carbon dioxide (CO2) which turns lime water milky. When an excess of CO2 is passed through the solution, the milkiness disappears.
PROCEDURE
1.Litmustest
Take 1 ml dil. HCl in two test tubes each. Mark them ‘A’ and ‘B’ and put them in a test tube stand. Add blue litmus in a test tube ‘A’ and red litmus in a test tube ‘B’ Observe the colour change in both.
2.ReactionwithZnmetal
Take a test tube and add zinc granules to it. Add to it dil. HCl. Place a cork with a fine jet on the mouth of the test tube. Bring a lighted matchstick near the mouth of the fine jet after some time and observe.
3.Na2CO3test
Take a small amount of sodium carbonate in a test tube and add dil. HCL dropwise.
Pass the gas evolved through lime water and observe changes.
4. Note the observation in the observation table.
OBSERVATIONTABLE
RESULT
1. HCI being acid turns blue litmus red.
2. It releases H2 gas on reaction with Zn metal.
3. It liberates CO2 gas on reaction with Na2CO3.
PRECAUTIONS
1. HCI is corrosive in nature, therefore, handle it with care.
2. Use small quantities of the chemical compounds.
3. Use zinc granules, otherwise, the reaction will occur very slowly.
Lab Experiment 1c
Question 1.AIM :
Studying the properties of bases (NaOH) by their reaction with
(i) Litmus solution (Blue/Red)
(ii) Zinc metal (Zn)
(iii) Solid sodium carbonate (Na2CO3)
Answer:MATERIALS REQUIRED:
Apparatus: Test tubes, test tube holder, test tube stand and droppers.
Chemical compounds : Dil. NaOH, red and blue litmus solutions, zinc metal, sodium carbonate
THEORY:
Bases: Bases are the substance which furnishes hydroxide ions in a solution.
1. NaOH is a base. Base turn red litmus solution to blue and does not affect blue litmus solution.
2. On reacting with zinc metal, NaOH forms sodium zincate and hydrogen gas is liberated.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAacAAAAsCAYAAADB73c3AAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAqjSURBVHja7V29cts4EOYD5AGSGdPV5QEsKuW1suxJnYnNUedJkclwJpM6I6dzkTzAuUt3Ka5OkbTX5A1c5A38DneGZJAgtIt/gAS5xRaWLHLx7Qd8iwUIFp8+fSrIyMjIyMjGZAQCGRkZGRmJExkZGRkZGYkTGRkZGdlobLvdPFuWy7832+2zUYvTtrl4vlo1r2x/16yqq4tm+5yCPSLSOcaSYk9GnMoXZxvsbm7ePFkfFT+LovivOFr/fHNz82SU4rRt1idVVW9df19X1VanvmR5xJJiT0acyhdnU+wuq+LrTpi4VZdfjcTp3ar80PshZhrFM1XQ0+Pq1ocMbHpYHZ/e+vrinG3V6/NlWX4vi+K+xaZc/FrXzbkc/O5/qt9Qm/fYl/frZnsSyi8xZmW5/C771fNNQZI9oXDfQsQyt9hjnTxlnH36bQhfbXg2xPiQO6dC9M1UOJtgx3l6XJ3erqrVx3pdbnecqS6/jEqc2L3K1bsPITpmVV+/HHYgOjSxbfx/j46O/pW/Czlo9abMhrEL0QFCxTKX2Os4ETvOIcXJxVcXng01PuTMqRTiFBJnDDvGl8uq/ML8fFE3r9nfTJwYP5r6xWveRpkvTgOfb/B21yrLbyE66C6A5fpb6myH3Zct6rEskd+btYtnA2I2yklWruvtHsPDTDXEoNVNmfckEP1qSSBNpX07QMhY5hJ73WASO86uCYvYb318deHZUONDzpyKLU6hccawu66rl2y2xNelRHHafd80T5l4ybpiPfCJKstuyj9jC2qLsvjFMyfmDBbg/e/gUgJcLijv941rTsDpZFH8Hku20w0GHWHageABJxEz3UDAMGXk6c/QOBb9BUh+XYYrtjgpzvY4Xr4dQBVLG/+72AuD22OZ6LQ6voWSorHFPkWcXRMW2Q9XX115ZmPEqTTipBuHW+zK4i4kdrI4YWZXNpBAaolalnc2U/sdoMh3HfnNrteKgWOWllqcuu/7pIAHLVXpsP97bBDSxdK3A6hiaeP//lps6o+XimTSjy32KeLsVO4D8HH11ZVn1oJKnIouTiqcTcrFrtgFE6dWLIBGiELCFrWa5vopz26Ygirr1UADoIFdLBdgszEdyLr2haxtt4QC6vv8PlCmalrugco0GG4m/unWzsTs1CaWtmWmjksP9xEW1NmUH8vUfGMfutQRO872WTGeILr46sMza35MhFM+44tP3/TFWYXdeln844NdEHHqwIGzN6wcIKouNvWDfsO/s80W9/dyyzBDipO2vv94HyhTtVmLkHG3wS2kOKliaeO/mJFDhMe45Bt7NUblHVtP8RGn0HG2H9RwXFx89eGZse8T49RYxUmHc0zsvMWpIyLecFXn4d8diJPUKTBQ2H2r1erjZtP8qWuEzyJzSHEyqe9j2Kl2RtXrF+/ZGhzfWSXvCAwiTg6lA10sTf3HykrmnSH8BgN+T7ZhwHRwjR1nm0FHh4mLr0nEaWKcCiJOEcp6KpxjY+clTqbT9xji1G07lLID9vyQYivzkOK09xmvxUNtlgmALT6bbFcPUtaLIE6m/reDHjKQDSFOvfWKB+6ZbEyIHWfzmbs5D2x8TVHWmxqnchSn2Nh5iZNqShdbnER7+/btH5vN6lW3c8//wcaDJ5Q9F6HFUh5WBsLaLOKHDwT7nY9spyJf01OVMFJuiDDLvvT+x+4M5uURv9JJijibcNtkjcrFVx+ehc3oh+dUivGFxAkrZxh0iNjiZBqEoWZO3fZ5+xKKnKmenZWfwRKKYiMKVJJR+RJ6K7krwWX/dRl5zjOn0HHWliENueziqw/PYg+aY+VU3mW9ONg5iVNLPMNsJ7Q48dNqxQdbuQjowUorTm15wWDgUrW5v3Ueru+L7WqaixP+PJl8vdQP4RoNJIb+t5n2w8AjPqzH1hZUA130NSeb9Z7Ice5n5d01bPutq68+PMN8dxKnjDiVUpxMMTaZJGDYifFNJk5GR5JI01IncTLarYfUk5EzmIbYrWd0ZIxUOtOVKrASiulaROrji0x3/Jj4b+J76t16IbN+3zjLZ5ft+tdDLJvr5qltv/Xx1YVnmO/gFveJcSqdONXnphib4Kwbi5Pu1kslTrr99SwLYs8g9A9TVW/rHeI5p1DipCqV8OOQOiweMtV1/Z5lL6qsPtXBr7pY2vq/O4Ty8fkTMe6qMsKYn3OKGWc+4McQJ9PynevBr6pDQqfGqaHKerqDWE2eJ1NjZ/9QvveaUwoLGfyxnRIwNwstDqpEYOwnRKS0HSaZtlvnO3EqDT9ccd4L4uHsKDR2gwBncqaTcXYxsvPV5mYhY2k7kMw19rqSTe6+E6fS8MMFZz5Dha4fGrtBwOMKG6IRYzuZem4WMpbWA8kMY7/DIlNhMvWdOJWGHyqc1cs8cEkvNHbDqnuA6d9Q730hCx9L24FkbrHflVMyLTfZ+k6cSsMPDGd+GIL8fCBbU8R2J4fGbtCMO/c34ZKFiyXF3qBCADxInEP5ycV34lQafqR8E2424tQ2yOPd9ey99UO8kIwsfCwp9mTEqXxxjoHdCBT/4nm1aq5sf9esqivfF7GRjSOWFHsy4lS+OMfCjjoAGRkZGdnojEAgIyMjI5uXOLFa5qJY/Ei5qJnFFFrAJTVGIe4X2mfV9YhD+XCLxoA8eTJJcVK9imCqD0aCbbZ9LcCAxBijONHgNg1uJcdqhs83QvF1ifnkxQmynB8SNAto2XvpYW7EIHEibpE4kTjNTpzk4zCgEsNiUfyAThCWs8YxPgin6xD9Vw30Z4/ydxwnVRmG/32xvTiBsBNPaDZ+jw8SB+gsLnZ9fl3Mf35Q6mpVfWw/31RXEA7yicXtychnZ5/FdmP3yoUnc+UWdBiyGFuXMQA6qYAdPtr7TH5x5sS4YSNOqn4cog/DM/xHviH46+IeXZz2ji1+YaDJ5y6J/y9njamfb7AxrNPy1yyIbeBtgtoHDRqqAeQQu+IewtKE3FAc9oOU4KMmPtxP+bBHFQ7izJqfps38OMRAjxX7zucEceJWeG5BiSoXv1BjAP9N3azPRTGfOjfk/oudOH+AI9a/HfswxjcxzjL+qrhHFye5MZg4Yc7HPqok/mDymGkAGQsLiNw+lwEE+hz72ybzEuMgHj9yMGtC/JcHASiWHAcZNzmzal/DgtzrMPOb7vpmjtyCxoMQYwCU8cviNBdumJT1oH4cqg+j15FmWiL+rolDlFr5XMRJDNxyufwrd3HC7hdanOS3zFqJ08xej5ETt/Cs230MwJYKQHGaATdMxAmKbRJxQvAfRJx0pwebEhMi9BjLelDQep1FbIOYPUrTWLHDqUpaUGkkpjhBsxpoGi76L//+IJbS3/IbXA/Kehqs5CP5mdBNITueCrfk+PiOATIu3O89Jl27p8wNW3ECqxOB+rB8HbFsiOE/iDhhU2loOqdzMIfFTPgY+e74eLkN0GxhZ4vFDwwX6P9SihNWD8b8h4iG4WC6IQK7F3Tt2O/9IW6Zcwt8O7TCH9MxoPdqduF67efIhoipcMNFnKB+HKIPH1ynLO/adUNso8RQZT2yaRm9goSMjPqx1QQl0qNDFEgydL2AjIyM+rF6hh9vdkrBJCMjIyMbnREIZGRkZGQkTmRkZGRkZCROZGRkZGTZ2f8FNpyaY5007AAAAABJRU5ErkJggg==)
3. NaOH does not react with solid or aqueous Na2CO3.
PROCEDURE :
1.Litmus test:
(i) Take about 5mL of NaOH in two test tubes and mark them as ‘A’ and ‘B.’ Put both the test tubes in a test tube stand.
(ii) Add blue litmus in a test tube ‘A’ and red litmus in a test tube ‘B.
(iii) Note the observation in the observation table.
2.Reaction with Zn metal:
(i) Take a test tube and zinc granules to it.
(ii) Add NaOH solution to it and place a cork with a fine jet on the mouth of the test tube.
(iii) Bring a lighted matchstick near the mouth of the fine jet and observe the mouth of the fine jet and observe.
(iv) Note the observation in the observation table.
3.Na2CO3 test:
(i) Take a small amount of sodium carbonate in a test tube and add sodium hydroxide solution.
(ii) Note the observation in the observation table.
OBSERVATION TABLE :
![](data:image/png;base64,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)
RESULT:
1. NaOH turns red litmus solution to blue and does not affect the blue litmus solution.
2. On reaction with Zn metal, Zn atom being more reactive undergo displacement reaction to form sodium zincate and H2 gas is liberated.
3. NaOH does not undergo a chemical reaction with Na2CO3.
PRECAUTIONS :
1. NaOH is corrosive in nature, therefore use with care.
2. Use small quantities of the chemicals in the test tube.
3. A fine jet should be taken from the test tube for burning hydrogen.
AIM :
Studying the properties of bases (NaOH) by their reaction with
(i) Litmus solution (Blue/Red)
(ii) Zinc metal (Zn)
(iii) Solid sodium carbonate (Na2CO3)
Answer:
MATERIALS REQUIRED:
Apparatus: Test tubes, test tube holder, test tube stand and droppers.
Chemical compounds : Dil. NaOH, red and blue litmus solutions, zinc metal, sodium carbonate
THEORY:
Bases: Bases are the substance which furnishes hydroxide ions in a solution.
1. NaOH is a base. Base turn red litmus solution to blue and does not affect blue litmus solution.
2. On reacting with zinc metal, NaOH forms sodium zincate and hydrogen gas is liberated.
3. NaOH does not react with solid or aqueous Na2CO3.
PROCEDURE :
1.Litmus test:
(i) Take about 5mL of NaOH in two test tubes and mark them as ‘A’ and ‘B.’ Put both the test tubes in a test tube stand.
(ii) Add blue litmus in a test tube ‘A’ and red litmus in a test tube ‘B.
(iii) Note the observation in the observation table.
2.Reaction with Zn metal:
(i) Take a test tube and zinc granules to it.
(ii) Add NaOH solution to it and place a cork with a fine jet on the mouth of the test tube.
(iii) Bring a lighted matchstick near the mouth of the fine jet and observe the mouth of the fine jet and observe.
(iv) Note the observation in the observation table.
3.Na2CO3 test:
(i) Take a small amount of sodium carbonate in a test tube and add sodium hydroxide solution.
(ii) Note the observation in the observation table.
OBSERVATION TABLE :
RESULT:
1. NaOH turns red litmus solution to blue and does not affect the blue litmus solution.
2. On reaction with Zn metal, Zn atom being more reactive undergo displacement reaction to form sodium zincate and H2 gas is liberated.
3. NaOH does not undergo a chemical reaction with Na2CO3.
PRECAUTIONS :
1. NaOH is corrosive in nature, therefore use with care.
2. Use small quantities of the chemicals in the test tube.
3. A fine jet should be taken from the test tube for burning hydrogen.