Class 12th Contemporary World Politics CBSE Solution
Exercises- Which among the following statements about the Cold War is wrong? a) It was a competition…
- Which among the following statements does not reflect the objectives of NAM a) Enabling…
- Mark correct or wrong against each of the following statements that describe the features…
- Here is a list of countries. Write against each of these the bloc they belonged to during…
- The Cold War produced an arms race as well as arms control. What were the reasons for both…
- Why did the superpowers have military alliances with smaller countries? Give three…
- Sometimes it is said that the Cold War was a simple struggle for power and that ideology…
- What was India’s foreign policy towards the US and USSR during the Cold War era? Do you…
- NAM was considered a ‘third option’ by Third World countries. How did this option benefit…
- What do you think about the statement that NAM has become irrelevant today. Give reason to…
- Which among the following statements about the Cold War is wrong? a) It was a competition…
- Which among the following statements does not reflect the objectives of NAM a) Enabling…
- Mark correct or wrong against each of the following statements that describe the features…
- Here is a list of countries. Write against each of these the bloc they belonged to during…
- The Cold War produced an arms race as well as arms control. What were the reasons for both…
- Why did the superpowers have military alliances with smaller countries? Give three…
- Sometimes it is said that the Cold War was a simple struggle for power and that ideology…
- What was India’s foreign policy towards the US and USSR during the Cold War era? Do you…
- NAM was considered a ‘third option’ by Third World countries. How did this option benefit…
- What do you think about the statement that NAM has become irrelevant today. Give reason to…
Exercises
Question 1.Which among the following statements about the Cold War is wrong?
a) It was a competition between the US and Soviet Union and their respective allies.
b) It was an ideological war between the superpowers.
c) It triggered off an arms race.
d) the US and USSR were engaged in direct wars.
Answer:the US and USSR were engaged in direct wars.
a) Correct statement. After the WWII the United States and USSR emerged as two superpowers with the ability to influence events anywhere in the world
b) Correct statement. US represented the ideology of liberal democracy and capitalism while the eastern alliance headed by the Soviet union was committed to the ideology of sociology and communism
c) Correct statement. WWII caused lot of destruction, loss of lives none was in a state of bearing any further loss, so the arms race were kept at bay
d) Wrong Statement. US and USSR were not engaged in direct wars as both the superpowers were not in a state to handle the destructions caused by nuclear weapons therefore the intense form of rivalry between great powers remained cold
Question 2.Which among the following statements does not reflect the objectives of NAM
a) Enabling newly decolonised countries to pursue independent policies
b) No to joining any military alliances
c) Following a policy of ‘neutrality’ on global issues
d) Focus on elimination of global economic inequalities
Answer:Following a policy of ‘neutrality’ on global issues
Neutrality refers principally to a policy of staying out of war. States practising neutrality are not required to help end war. Non aligned states, including India, were actually involved in wars to prevent war between others.
Rest options are the objectives of NAM
Question 3.Mark correct or wrong against each of the following statements that describe the features of the military alliances formed by the superpowers.
a) Member countries of the alliance are to provide bases in their respective lands for the superpowers.
b) Member countries to support the superpower both in terms of ideology and military strategy.
c) When a nation attacks any member country, it is considered as an attack on all the member countries.
d) Superpowers assist all the member countries to develop their own nuclear weapons.
Answer:a) Correct Factual
b) Correct Factual
c) Correct Factual
d) Wrong
Question 4.Here is a list of countries. Write against each of these the bloc they belonged to during the Cold War.
a) Poland
b) France
c) Japan
d) Nigeria
e) North Korea
f) Sri Lanka
Answer:a) Poland – Eastern alliance
b) France –Western Alliance
c) Japan-western Alliance
d) Nigeria-NAM
e) North Korea-Eastern Alliance
f) Sri Lanka-NAM
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)
Question 5.The Cold War produced an arms race as well as arms control. What were the reasons for both these developments?
Answer:The cold war did not end the rivalries but the mutual suspicion led them to be alarmed of any sudden war. Huge stocks of arms were piled up and were considered safe to prevent wars from taking place. This was known as arms race.
The reasons that led to produce arms race as well as arms control were :
1. The two superpowers and the countries in rival blocs were expected to behave rational and responsible in the sense that they understood the risk in fighting which will be massively destructive
2. The rivals speculated that if the war happened then there would be no winner as it would cause loss for both the rivals, so eventually US and USSR, decided to collaborate in limiting or eliminating certain kinds of nuclear and non nuclear weapons. A stable balance of weapons could be maintained through arms control.
Then significant agreements like Limited Test Ban Treaty, Nuclear Proliferation Treaty and Anti Ballistic Missile Treaty were signed.
Question 6.Why did the superpowers have military alliances with smaller countries? Give three reasons.
Answer:The superpowers had military alliance with smaller countries due to following reasons :
1. Vital Resources, such as Oil and minerals
2. Territory, from where superpower could launch their weapons and troops
3. Location, from where they could spy on each other
Question 7.Sometimes it is said that the Cold War was a simple struggle for power and that ideology had nothing to do with it. Do you agree with this? Give one example to support your position.
Answer:No, I don’t agree with the said statement.
• The Cold war was not simply the matter of power rivalries, of military alliances, and of the balance of power.
• These were accompanied by a real ideological conflict as well. The western alliance headed by US represented the ideology of liberal democracy and capitalism while the Eastern alliance headed by the Soviet Union was committed to the ideology of Socialism and Communism.
Example:
Superpowers needed support of smaller allies, but not just for vital resources or for economic support, They were also important for ideological reasons. The loyalty of allies suggested that the superpowers were winning the war of ideas as well that the liberal democracy was better than communism or vice versa.
Question 8.What was India’s foreign policy towards the US and USSR during the Cold War era? Do you think that this policy helped India’s interests?
Answer:India was neither negative nor passive towards US and USSR during cold war.
• Despite being key founder of NAM India was in favour of actively intervening in world affairs to soften the Cold war rivalries.
• India’s response towards cold ear was two-fold, at one fold it kept itself at bay from the two alliances and at second it raised it’s voice against the newly decolonised countries becoming part of these alliances.
• India tried to reduce differences and thereby prevent differences from escalating into war
• Nehru from India reposed great faith in a genuine commonwealth of free and cooperating nations that would act positively in softening if not ending the war.
Yes, this policy of India did helped towards its interest.
• This policy of India towards US and USSR helped India in taking international decision. India was often able to balance one superpower towards another.
Question 9.NAM was considered a ‘third option’ by Third World countries. How did this option benefit their growth during the peak of the Cold War?
Answer:The cold war tended to divide world into two rival alliances, it was then that the Non Aligned Movement offered the newly decolonised countries of Asia, Africa and Latin America a third option i.e. not to join any alliance.
The idea of New International Economic Order (NIEO) benefited the decolonised countries.
1. It gave the least developed countries to control over their natural resources exploited by the Western countries.
2. It obtains access to western Market so that LDC s could sell their products and therefore make trade more beneficial for the poorer countries.
3. It reduce the cost of technology from the western countries
4. It also provide the LDCs with a greater role in international economic institution
Thus the third option helped the new decolonised countries.
Question 10.What do you think about the statement that NAM has become irrelevant today. Give reason to support your opinion.
Answer:No, I don’t think NAM has become irrelevant in today’s world.
• With the disintegration of the USSR and the end of cold war in 1991, non alignment, both as an international movement and as the core of India’s Foreign Policy, lost some earlier relevance and effectiveness.
• However, non alignment retained some core values and enduring idea, after the end of cold war it started giving more importance to economic ideas.
• Non-Alignment has not lost any of its relevance rather it has stood the test of time. It has served the useful purpose of protecting and preserving the interest of the Third World countries well in the past, so it is also expected to serve their interest well in the future to come.
• NAM can play the most important role in protecting the economic interest of the Third World countries as well as promoting south-south cooperation. Thus the philosophy of NAM is as relevant as ever for the Third World.
Which among the following statements about the Cold War is wrong?
a) It was a competition between the US and Soviet Union and their respective allies.
b) It was an ideological war between the superpowers.
c) It triggered off an arms race.
d) the US and USSR were engaged in direct wars.
Answer:
the US and USSR were engaged in direct wars.
a) Correct statement. After the WWII the United States and USSR emerged as two superpowers with the ability to influence events anywhere in the world
b) Correct statement. US represented the ideology of liberal democracy and capitalism while the eastern alliance headed by the Soviet union was committed to the ideology of sociology and communism
c) Correct statement. WWII caused lot of destruction, loss of lives none was in a state of bearing any further loss, so the arms race were kept at bay
d) Wrong Statement. US and USSR were not engaged in direct wars as both the superpowers were not in a state to handle the destructions caused by nuclear weapons therefore the intense form of rivalry between great powers remained cold
Question 2.
Which among the following statements does not reflect the objectives of NAM
a) Enabling newly decolonised countries to pursue independent policies
b) No to joining any military alliances
c) Following a policy of ‘neutrality’ on global issues
d) Focus on elimination of global economic inequalities
Answer:
Following a policy of ‘neutrality’ on global issues
Neutrality refers principally to a policy of staying out of war. States practising neutrality are not required to help end war. Non aligned states, including India, were actually involved in wars to prevent war between others.
Rest options are the objectives of NAM
Question 3.
Mark correct or wrong against each of the following statements that describe the features of the military alliances formed by the superpowers.
a) Member countries of the alliance are to provide bases in their respective lands for the superpowers.
b) Member countries to support the superpower both in terms of ideology and military strategy.
c) When a nation attacks any member country, it is considered as an attack on all the member countries.
d) Superpowers assist all the member countries to develop their own nuclear weapons.
Answer:
a) Correct Factual
b) Correct Factual
c) Correct Factual
d) Wrong
Question 4.
Here is a list of countries. Write against each of these the bloc they belonged to during the Cold War.
a) Poland
b) France
c) Japan
d) Nigeria
e) North Korea
f) Sri Lanka
Answer:
a) Poland – Eastern alliance
b) France –Western Alliance
c) Japan-western Alliance
d) Nigeria-NAM
e) North Korea-Eastern Alliance
f) Sri Lanka-NAM
Question 5.
The Cold War produced an arms race as well as arms control. What were the reasons for both these developments?
Answer:
The cold war did not end the rivalries but the mutual suspicion led them to be alarmed of any sudden war. Huge stocks of arms were piled up and were considered safe to prevent wars from taking place. This was known as arms race.
The reasons that led to produce arms race as well as arms control were :
1. The two superpowers and the countries in rival blocs were expected to behave rational and responsible in the sense that they understood the risk in fighting which will be massively destructive
2. The rivals speculated that if the war happened then there would be no winner as it would cause loss for both the rivals, so eventually US and USSR, decided to collaborate in limiting or eliminating certain kinds of nuclear and non nuclear weapons. A stable balance of weapons could be maintained through arms control.
Then significant agreements like Limited Test Ban Treaty, Nuclear Proliferation Treaty and Anti Ballistic Missile Treaty were signed.
Question 6.
Why did the superpowers have military alliances with smaller countries? Give three reasons.
Answer:
The superpowers had military alliance with smaller countries due to following reasons :
1. Vital Resources, such as Oil and minerals
2. Territory, from where superpower could launch their weapons and troops
3. Location, from where they could spy on each other
Question 7.
Sometimes it is said that the Cold War was a simple struggle for power and that ideology had nothing to do with it. Do you agree with this? Give one example to support your position.
Answer:
No, I don’t agree with the said statement.
• The Cold war was not simply the matter of power rivalries, of military alliances, and of the balance of power.
• These were accompanied by a real ideological conflict as well. The western alliance headed by US represented the ideology of liberal democracy and capitalism while the Eastern alliance headed by the Soviet Union was committed to the ideology of Socialism and Communism.
Example:
Superpowers needed support of smaller allies, but not just for vital resources or for economic support, They were also important for ideological reasons. The loyalty of allies suggested that the superpowers were winning the war of ideas as well that the liberal democracy was better than communism or vice versa.
Question 8.
What was India’s foreign policy towards the US and USSR during the Cold War era? Do you think that this policy helped India’s interests?
Answer:
India was neither negative nor passive towards US and USSR during cold war.
• Despite being key founder of NAM India was in favour of actively intervening in world affairs to soften the Cold war rivalries.
• India’s response towards cold ear was two-fold, at one fold it kept itself at bay from the two alliances and at second it raised it’s voice against the newly decolonised countries becoming part of these alliances.
• India tried to reduce differences and thereby prevent differences from escalating into war
• Nehru from India reposed great faith in a genuine commonwealth of free and cooperating nations that would act positively in softening if not ending the war.
Yes, this policy of India did helped towards its interest.
• This policy of India towards US and USSR helped India in taking international decision. India was often able to balance one superpower towards another.
Question 9.
NAM was considered a ‘third option’ by Third World countries. How did this option benefit their growth during the peak of the Cold War?
Answer:
The cold war tended to divide world into two rival alliances, it was then that the Non Aligned Movement offered the newly decolonised countries of Asia, Africa and Latin America a third option i.e. not to join any alliance.
The idea of New International Economic Order (NIEO) benefited the decolonised countries.
1. It gave the least developed countries to control over their natural resources exploited by the Western countries.
2. It obtains access to western Market so that LDC s could sell their products and therefore make trade more beneficial for the poorer countries.
3. It reduce the cost of technology from the western countries
4. It also provide the LDCs with a greater role in international economic institution
Thus the third option helped the new decolonised countries.
Question 10.
What do you think about the statement that NAM has become irrelevant today. Give reason to support your opinion.
Answer:
No, I don’t think NAM has become irrelevant in today’s world.
• With the disintegration of the USSR and the end of cold war in 1991, non alignment, both as an international movement and as the core of India’s Foreign Policy, lost some earlier relevance and effectiveness.
• However, non alignment retained some core values and enduring idea, after the end of cold war it started giving more importance to economic ideas.
• Non-Alignment has not lost any of its relevance rather it has stood the test of time. It has served the useful purpose of protecting and preserving the interest of the Third World countries well in the past, so it is also expected to serve their interest well in the future to come.
• NAM can play the most important role in protecting the economic interest of the Third World countries as well as promoting south-south cooperation. Thus the philosophy of NAM is as relevant as ever for the Third World.