Class 10th Science Lab Manual CBSE Solution
Lab Experiment 8Viva Questions- Mention the changes when acetic acid is added to distilled water and sodium hydrogen…
- Why does lime water turn milky when reacted with CO2?
- Mention two uses of acetic acid.
- Which test signifies the acidic nature of acetic acid?
- Why is acetic acid categorised as a weak acid?
- How will you test if the gas liberated is CO2 or not?
- Do you find use of acetic acid in day-to-day life? If yes, where?…
- Mention two physical properties of acetic acid.
- What happens when a few drops of acetic acid are added to a test tube containing…
- What is vinegar?
- What is the name of pure acetic acid?
- Is acetic acid miscible in water?
- Can acetic acid be produced naturally? How?
- State the medical uses of acetic acid.
- Describe the corrosive and flammable nature of acetic acid.
- Mention the changes when acetic acid is added to distilled water and sodium hydrogen…
- Why does lime water turn milky when reacted with CO2?
- Mention two uses of acetic acid.
- Which test signifies the acidic nature of acetic acid?
- Why is acetic acid categorised as a weak acid?
- How will you test if the gas liberated is CO2 or not?
- Do you find use of acetic acid in day-to-day life? If yes, where?…
- Mention two physical properties of acetic acid.
- What happens when a few drops of acetic acid are added to a test tube containing…
- What is vinegar?
- What is the name of pure acetic acid?
- Is acetic acid miscible in water?
- Can acetic acid be produced naturally? How?
- State the medical uses of acetic acid.
- Describe the corrosive and flammable nature of acetic acid.
Lab Experiment 8
Question 1.AIM
To study or the following properties or acetic acid (ethanoic acid):
(i) Odour
(ii) Solubility in water
(iii) Effect on litmus
(iv) Reaction with sodium hydrogen carbonate
Answer:MATERIALS REQUIRED
Glass rod, acetic acid, litmus paper, sodium bicarbonate, test tubes, water, test tube stand, lime water.
THEORY
(i) Acetic acid is an organic acid, its 5-8% concentrated solution is called vinegar.
(ii) It is a weak acid. It ionises partially in presence of water as shown below:
CH3COOH + H2O ⇋ CH3COO-(aq) + H2O+(aq)
(iii) Acetic acid has pH <7, hence It turns blue litmus red.
(iv) It is completely soluble in water.
(v) It reacts with sodium bicarbonate to liberate CO2, which turns lime water milky and the milkiness disappears if an excess of CO2 is passed through the solution.
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PROCEDURE
1. Odour
Take a small amount of acetic acid in a test tube.
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)
2.Solubility in water
Take 2 mL of water in a test tube and add a few drops of acetic acid. Shake the test tube carefully.
3.Effect on litmus
Take a strip of blue litmus paper and add one drop of acetic solution on the blue litmus paper.
Take a red litmus paper and add one drop of acetic acids solution on red litmus paper.
4.Reaction with sodium bicarbonate
Take 5 mL of acetic acid in a test tube and add sodium bicarbonate.
Pass the evolving gas through lime water.
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)
OBSERVATIONS
![](data:image/png;base64,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)
RESULT
1. Acetic acid has a pungent odour.
2. Acetic acid is completely soluble in water i.e. acetic acid and water form a true solution.
3. Acetic acid having a pH <7 turns blue litmus paper red.
4. Acetic acid does not change the colour of blue litmus paper.
5. CO2 gas is liberated when it reacts with sodium bicarbonate.
PRECAUTIONS
1. Do not inhale vapours of acetic acid directly.
2. Ethanoic acid should be handled with care.
3. Freshly prepared lime water solution should be used.
AIM
To study or the following properties or acetic acid (ethanoic acid):
(i) Odour
(ii) Solubility in water
(iii) Effect on litmus
(iv) Reaction with sodium hydrogen carbonate
Answer:
MATERIALS REQUIRED
Glass rod, acetic acid, litmus paper, sodium bicarbonate, test tubes, water, test tube stand, lime water.
THEORY
(i) Acetic acid is an organic acid, its 5-8% concentrated solution is called vinegar.
(ii) It is a weak acid. It ionises partially in presence of water as shown below:
CH3COOH + H2O ⇋ CH3COO-(aq) + H2O+(aq)
(iii) Acetic acid has pH <7, hence It turns blue litmus red.
(iv) It is completely soluble in water.
(v) It reacts with sodium bicarbonate to liberate CO2, which turns lime water milky and the milkiness disappears if an excess of CO2 is passed through the solution.
PROCEDURE
1. Odour
Take a small amount of acetic acid in a test tube.
2.Solubility in water
Take 2 mL of water in a test tube and add a few drops of acetic acid. Shake the test tube carefully.
3.Effect on litmus
Take a strip of blue litmus paper and add one drop of acetic solution on the blue litmus paper.
Take a red litmus paper and add one drop of acetic acids solution on red litmus paper.
4.Reaction with sodium bicarbonate
Take 5 mL of acetic acid in a test tube and add sodium bicarbonate.
Pass the evolving gas through lime water.
OBSERVATIONS
RESULT
1. Acetic acid has a pungent odour.
2. Acetic acid is completely soluble in water i.e. acetic acid and water form a true solution.
3. Acetic acid having a pH <7 turns blue litmus paper red.
4. Acetic acid does not change the colour of blue litmus paper.
5. CO2 gas is liberated when it reacts with sodium bicarbonate.
PRECAUTIONS
1. Do not inhale vapours of acetic acid directly.
2. Ethanoic acid should be handled with care.
3. Freshly prepared lime water solution should be used.
Viva Questions
Question 1.Mention the changes when acetic acid is added to distilled water and sodium hydrogen carbonate powder.
Answer:(a) When acetic acid is reacted with distilled water, it gets dissolved in distilled water forming a homogeneous transparent solution.
(b) When acetic acid is reacted with sodium hydrogen carbonate powder, brisk effervescence due to CO2 gas is observed.
Question 2.Why does lime water turn milky when reacted with CO2?
Answer:On reacting lime water with CO2, it turns milky due to formation of insoluble white precipitate of calcium carbonate.
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Question 3.Mention two uses of acetic acid.
Answer:Acetic acid is used:
(a) In manufacture of rayon fibre.
(b) as coagulant in the manufacture of rubber.
Note: coagulant- a substance/ agent which is added to thicken a mixture.
Question 4.Which test signifies the acidic nature of acetic acid?
Answer:Litmus test helps in proving the acidic nature of acetic acid as it turns blue litmus red and does not affect red litmus paper.
Question 5.Why is acetic acid categorised as a weak acid?
Answer:Acetic acid doesn’t dissociate much in solution. It partially ionizes in water which means not all of its molecules break up into positive and negative ions when dissolved in water.
Question 6.How will you test if the gas liberated is CO2 or not?
Answer:It can be tested by lime water test. The gas is allowed to pass through lime water and if it turns milky, then the liberated gas is CO2.
Question 7.Do you find use of acetic acid in day-to-day life? If yes, where?
Answer:Yes, acetic acid is used as a preservative. It preserves food products for longer use.
Question 8.Mention two physical properties of acetic acid.
Answer:Two physical properties of acetic acid are:
(a) It has a vinegar like smell.
(b) It is soluble in water.
Question 9.What happens when a few drops of acetic acid are added to a test tube containing phenolphthalein?
Answer:When a few drops of acetic acid are added to a test tube containing phenolphthalein, the phenolphthalein remains colourless due to the acidic medium.
Note: Phenolphthalein is an indicator which turns colourless in acidic media and pinkish red in basic media.
Question 10.What is vinegar?
Answer:Vinegar is 5-8 % aqueous solution of acetic acid. It is used to add flavour to food and also used as a preservative.
Question 11.What is the name of pure acetic acid?
Answer:Pure acetic acid is known as glacial acetic acid. It is undiluted acetic acid.
Question 12.Is acetic acid miscible in water?
Answer:Yes, acetic acid is miscible in water in all proportions. Its miscibility makes it a useful industrial chemical.
Question 13.Can acetic acid be produced naturally? How?
Answer:Acetic acid is prepared naturally by bacterial fermentation. These bacteria are found in foodstuffs, soil, etc.
Question 14.State the medical uses of acetic acid.
Answer:Some of the medical uses of acetic acid are as follows:
(a) It is used as an antiseptic.
(b) It is used in screening of some cancers.
(c) It can also be used to treat cancers.
Question 15.Describe the corrosive and flammable nature of acetic acid.
Answer:Acetic acid is corrosive to some metals to metals like iron, zinc, magnesium, etc. It can become flammable at temperatures exceeding 39o C.
Mention the changes when acetic acid is added to distilled water and sodium hydrogen carbonate powder.
Answer:
(a) When acetic acid is reacted with distilled water, it gets dissolved in distilled water forming a homogeneous transparent solution.
(b) When acetic acid is reacted with sodium hydrogen carbonate powder, brisk effervescence due to CO2 gas is observed.
Question 2.
Why does lime water turn milky when reacted with CO2?
Answer:
On reacting lime water with CO2, it turns milky due to formation of insoluble white precipitate of calcium carbonate.
Question 3.
Mention two uses of acetic acid.
Answer:
Acetic acid is used:
(a) In manufacture of rayon fibre.
(b) as coagulant in the manufacture of rubber.
Note: coagulant- a substance/ agent which is added to thicken a mixture.
Question 4.
Which test signifies the acidic nature of acetic acid?
Answer:
Litmus test helps in proving the acidic nature of acetic acid as it turns blue litmus red and does not affect red litmus paper.
Question 5.
Why is acetic acid categorised as a weak acid?
Answer:
Acetic acid doesn’t dissociate much in solution. It partially ionizes in water which means not all of its molecules break up into positive and negative ions when dissolved in water.
Question 6.
How will you test if the gas liberated is CO2 or not?
Answer:
It can be tested by lime water test. The gas is allowed to pass through lime water and if it turns milky, then the liberated gas is CO2.
Question 7.
Do you find use of acetic acid in day-to-day life? If yes, where?
Answer:
Yes, acetic acid is used as a preservative. It preserves food products for longer use.
Question 8.
Mention two physical properties of acetic acid.
Answer:
Two physical properties of acetic acid are:
(a) It has a vinegar like smell.
(b) It is soluble in water.
Question 9.
What happens when a few drops of acetic acid are added to a test tube containing phenolphthalein?
Answer:
When a few drops of acetic acid are added to a test tube containing phenolphthalein, the phenolphthalein remains colourless due to the acidic medium.
Note: Phenolphthalein is an indicator which turns colourless in acidic media and pinkish red in basic media.
Question 10.
What is vinegar?
Answer:
Vinegar is 5-8 % aqueous solution of acetic acid. It is used to add flavour to food and also used as a preservative.
Question 11.
What is the name of pure acetic acid?
Answer:
Pure acetic acid is known as glacial acetic acid. It is undiluted acetic acid.
Question 12.
Is acetic acid miscible in water?
Answer:
Yes, acetic acid is miscible in water in all proportions. Its miscibility makes it a useful industrial chemical.
Question 13.
Can acetic acid be produced naturally? How?
Answer:
Acetic acid is prepared naturally by bacterial fermentation. These bacteria are found in foodstuffs, soil, etc.
Question 14.
State the medical uses of acetic acid.
Answer:
Some of the medical uses of acetic acid are as follows:
(a) It is used as an antiseptic.
(b) It is used in screening of some cancers.
(c) It can also be used to treat cancers.
Question 15.
Describe the corrosive and flammable nature of acetic acid.
Answer:
Acetic acid is corrosive to some metals to metals like iron, zinc, magnesium, etc. It can become flammable at temperatures exceeding 39o C.