Class 12th Contemporary World Politics CBSE Solution
Exercises- Match the terms with their meaning: i. Confidence Building Measures (CBMs) ii. Arms…
- Which among the following would you consider as a traditional security concern /…
- What is the difference between traditional and non-traditional security? Which category…
- What are the differences in the threats that people in the Third World face and those…
- Is terrorism a traditional or non-traditional threat to security?…
- What are the choices available to a state when its security is threatened, according to…
- What is ‘Balance of Power’? How could a state achieve this?
- What are the objectives of military alliances? Give an example of a functioning military…
- Rapid environmental degradation is causing a serious threat to security. Do you agree with…
- Nuclear weapons as deterrence or defence have limited usage against contemporary security…
- Looking at the Indian scenario, what type of security has been given priority in India,…
- Read the cartoon below and write a short note in favour or against the connection between…
- Match the terms with their meaning: i. Confidence Building Measures (CBMs) ii. Arms…
- Which among the following would you consider as a traditional security concern /…
- What is the difference between traditional and non-traditional security? Which category…
- What are the differences in the threats that people in the Third World face and those…
- Is terrorism a traditional or non-traditional threat to security?…
- What are the choices available to a state when its security is threatened, according to…
- What is ‘Balance of Power’? How could a state achieve this?
- What are the objectives of military alliances? Give an example of a functioning military…
- Rapid environmental degradation is causing a serious threat to security. Do you agree with…
- Nuclear weapons as deterrence or defence have limited usage against contemporary security…
- Looking at the Indian scenario, what type of security has been given priority in India,…
- Read the cartoon below and write a short note in favour or against the connection between…
Exercises
Question 1.Match the terms with their meaning:
i. Confidence Building Measures (CBMs)
ii. Arms Control
iii. Alliance
iv. Disarmament
(a) Giving up certain types of weapons
(b) A process of exchanging information on defence matters between nations on a regular basis
(c) A coalition of nations meant to deter or defend against military attacks
(d) Regulates the acquisition or development of weapon
Answer:(i) Confidence building measure- A process of exchanging information on defence matters between nations on a regular basis
(ii) Arms Control- Regulates the acquisition or development of weapons
(iii) Alliance- coalition of nations meant to deter or defend against military attacks
(iv) Disarmament- Giving up certain types of weapons
Question 2.Which among the following would you consider as a traditional security concern / non-traditional security concern / not a threat?
(a) The spread of chikungunya / dengue fever
(b) Inflow of workers from a neighbouring nation
(c) Emergence of a group demanding nationhood for their region
(d) Emergence of a group demanding autonomy for their region
(e) A newspaper that is critical of the armed forces in the country
Answer:In traditional conception of security concern, the greatest danger to a country is from military threats. The source of this threat is another country which by showing the military powers endangers the core value of sovereignty
Non traditional conception of security go beyond military threats to include a wide range of threats affecting the existence of humans. The threats include hunger, diseases natural disaster.
(a) The spread of chikungunya / dengue fever-Non- traditional (as it is a disease)
(b) Inflow of workers from a neighbouring nation- Non-Traditional (as it too doesn’t include any military threat)
(c) Emergence of a group demanding nationhood for their region-Traditional (Military included)
(d) Emergence of a group demanding autonomy for their region- No Threat
(e) A newspaper that is critical of the armed forces in the country- No threat
Question 3.What is the difference between traditional and non-traditional security? Which category would the creation and sustenance of alliances belong to?
Answer:The difference between traditional and non traditional security are as follows:
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)
The creation and sustenance of alliance is related to component of traditional security. An alliance is coalition of states that coordinates their action to defend against military attack. Countries form alliances to increase their effective power relative to another country.
Question 4.What are the differences in the threats that people in the Third World face and those living in the First World face?
Answer:1. The first world people had to deal with threats of uncertain war and the weapons used in those war were so much devastating that it’s affect could be sensed even till now. Example the nuclear weapon used upon Heroshima and Nagasaki paralysed the people of Japan. Whereas the present third world people have lesser threat of war and with the norms like arms control prevent usage of nuclear weapon.
2. The first world people faced epidemics that killed lakhs of people whereas this kind of epidemics are preventable in the third world with so many preventable cure available in medical science
3. The major threat the people of third world faces is the environmental threat, the rise in global warming has increased the sea level that some islands faces the threat of being washed off. Whereas the first world people did not face such threat.
Question 5.Is terrorism a traditional or non-traditional threat to security?
Answer:Terrorism is non traditional concept. As Non-traditional threats are generally seen as those threats which are emanated by the non-state actors
Terrorism is, in the broadest sense, the use of intentionally indiscriminate violence as a mean to create terror, or fear, to achieve a political, religious or ideological aim.
It is due to political violence that targets civilians deliberately and indiscriminately. Terrorist group seeks to change a political context or condition that they do not like by force.
The classical examples of terrorism involve hijacking planes or planting bombs in trains, cafes, markets.
Question 6.What are the choices available to a state when its security is threatened, according to the traditional security perspective?
Answer:According to traditional notion, in response to a threat of war, a government has three choices to do
1. To surrender when actually confronted by war, but they won’t advertise this policy as their own, so this move is rarely taken
2. To prevent the other side from attacking by promise to raise the cost of war to an unacceptable level, this security policy is called deterrence
3. To defend itself when war actually breaks out so as to deny the attacking country its objectives and to turn back or defeat the attacking forces altogether with limiting or ending war is called defence
Question 7.What is ‘Balance of Power’? How could a state achieve this?
Answer:Balance of power, in international relations, the posture and policy of a nation or group of nations protecting itself against another nation or group of nations by matching its power against the power of the other side.
1. When countries look around them, they see that some countries are bigger and stronger. This is a clue to who might be a threat in the future.
2. There may be no obvious reason for attack. But the fact that this country is very powerful is a sign that at some point in the future it may choose to be aggressive. Governments are, therefore, very sensitive to the balance of power between their country and other countries.
States can pursue a policy of balance of power in two ways:
a. by increasing their own power, as when engaging in an armaments race or in the competitive acquisition of territory;
b. Or by adding to their own power that of other states, as when embarking upon a policy of alliances.
Question 8.What are the objectives of military alliances? Give an example of a functioning military alliance with its specific objectives
Answer:Millitary alliance takes place when the contracting parties promise to support each other in case of a crisis that has not been identified in advance.
The objectives of military alliances:
1. is to protect themselves against threats from other countries. However, states have also entered into alliances to improves ties with a particular nation or to manage conflict with a particular nation
2. to increase their effective power relative to another country or alliance.
Military alliance between India and Russia, Russia is major defence ally of India. The objective of the alliance is:
1. to defence procurements, transfer of dual-use technologies, research and development, and India’s defence industrialisation.
2. Both the nations want to strengthen their forces to respond to disaster situation.
Question 9.Rapid environmental degradation is causing a serious threat to security. Do you agree with the statement? Substantiate your arguments.
Answer:Yes, I agree that the Rapid environmental degradation is causing a serious threat to security.
The pollution level in the air is found to be increasing every day, the global warming, depletion of ozone layer are some of the environmental concerns that need immediate respond from the world front.
For example, the Maldives may feel threatened by global warming because a big part of its territory may be submerged with the rising sea level.
So these sort of security threats couldn’t be resolved by a single nation, it needs cooperation from world wide to keep our Earth secure.
Question 10.Nuclear weapons as deterrence or defence have limited usage against contemporary security threats to states. Explain the statement.
Answer:Nuclear weapons usage be it for preventing oneself or for ending war has been reduced due to arms control method of cooperation .
1. The most important of these are disarmament, arms control, and confidence building. Disarmament requires all states to give up certain kinds of weapons
2. For example, the 1972 Biological Weapons Convention (BWC) and the 1992 Chemical Weapons Convention (CWC) banned the production and possession of these weapons.
3. Arms control regulates the acquisition or development of weapons. The Anti-ballistic Missile (ABM) Treaty in 1972 tried to stop the United States and Soviet Union from using ballistic missiles as a defensive shield to launch a nuclear attack.
Question 11.Looking at the Indian scenario, what type of security has been given priority in India, traditional or non-traditional? What examples could you cite to substantiate the argument?
Answer:India has faced traditional (military) and non-traditional threats to its security that have emerged from within as well as outside its borders.
Its security strategy has four broad components,:
1. The first component was strengthening its military capabilities, as India was engaged in several wars with China and Pakistan. Since it is surrounded by nuclear armed countries in the South Asian region
2. The second component of India’s security strategy has been to strengthen international norms and international institutions to protect its security interests. It used non-alignment to help carve out an area of peace outside the bloc politics of the two superpowers
3. The third component of Indian security strategy is geared towards meeting security challenges within the country. Several militant groups from areas such as the Nagaland, Mizoram, the Punjab, and Kashmir among others have, from time to time, sought to break away from India.
4. Finally, there has been an attempt in India to develop its economy in a way that the vast mass of citizens are lifted out of poverty and misery and huge economic inequalities are not allowed to exist
Question 12.Read the cartoon below and write a short note in favour or against the connection between war and terrorism depicted in this cartoon.
![](data:image/png;base64,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)
Answer:War and terrorism are inter-related. Whenever two or more nations are involved in war then somewhere this paves way for the terrorism to act and give the terrorist chance to expand their powers and this way terrorism gets strength.
Match the terms with their meaning:
i. Confidence Building Measures (CBMs)
ii. Arms Control
iii. Alliance
iv. Disarmament
(a) Giving up certain types of weapons
(b) A process of exchanging information on defence matters between nations on a regular basis
(c) A coalition of nations meant to deter or defend against military attacks
(d) Regulates the acquisition or development of weapon
Answer:
(i) Confidence building measure- A process of exchanging information on defence matters between nations on a regular basis
(ii) Arms Control- Regulates the acquisition or development of weapons
(iii) Alliance- coalition of nations meant to deter or defend against military attacks
(iv) Disarmament- Giving up certain types of weapons
Question 2.
Which among the following would you consider as a traditional security concern / non-traditional security concern / not a threat?
(a) The spread of chikungunya / dengue fever
(b) Inflow of workers from a neighbouring nation
(c) Emergence of a group demanding nationhood for their region
(d) Emergence of a group demanding autonomy for their region
(e) A newspaper that is critical of the armed forces in the country
Answer:
In traditional conception of security concern, the greatest danger to a country is from military threats. The source of this threat is another country which by showing the military powers endangers the core value of sovereignty
Non traditional conception of security go beyond military threats to include a wide range of threats affecting the existence of humans. The threats include hunger, diseases natural disaster.
(a) The spread of chikungunya / dengue fever-Non- traditional (as it is a disease)
(b) Inflow of workers from a neighbouring nation- Non-Traditional (as it too doesn’t include any military threat)
(c) Emergence of a group demanding nationhood for their region-Traditional (Military included)
(d) Emergence of a group demanding autonomy for their region- No Threat
(e) A newspaper that is critical of the armed forces in the country- No threat
Question 3.
What is the difference between traditional and non-traditional security? Which category would the creation and sustenance of alliances belong to?
Answer:
The difference between traditional and non traditional security are as follows:
The creation and sustenance of alliance is related to component of traditional security. An alliance is coalition of states that coordinates their action to defend against military attack. Countries form alliances to increase their effective power relative to another country.
Question 4.
What are the differences in the threats that people in the Third World face and those living in the First World face?
Answer:
1. The first world people had to deal with threats of uncertain war and the weapons used in those war were so much devastating that it’s affect could be sensed even till now. Example the nuclear weapon used upon Heroshima and Nagasaki paralysed the people of Japan. Whereas the present third world people have lesser threat of war and with the norms like arms control prevent usage of nuclear weapon.
2. The first world people faced epidemics that killed lakhs of people whereas this kind of epidemics are preventable in the third world with so many preventable cure available in medical science
3. The major threat the people of third world faces is the environmental threat, the rise in global warming has increased the sea level that some islands faces the threat of being washed off. Whereas the first world people did not face such threat.
Question 5.
Is terrorism a traditional or non-traditional threat to security?
Answer:
Terrorism is non traditional concept. As Non-traditional threats are generally seen as those threats which are emanated by the non-state actors
Terrorism is, in the broadest sense, the use of intentionally indiscriminate violence as a mean to create terror, or fear, to achieve a political, religious or ideological aim.
It is due to political violence that targets civilians deliberately and indiscriminately. Terrorist group seeks to change a political context or condition that they do not like by force.
The classical examples of terrorism involve hijacking planes or planting bombs in trains, cafes, markets.
Question 6.
What are the choices available to a state when its security is threatened, according to the traditional security perspective?
Answer:
According to traditional notion, in response to a threat of war, a government has three choices to do
1. To surrender when actually confronted by war, but they won’t advertise this policy as their own, so this move is rarely taken
2. To prevent the other side from attacking by promise to raise the cost of war to an unacceptable level, this security policy is called deterrence
3. To defend itself when war actually breaks out so as to deny the attacking country its objectives and to turn back or defeat the attacking forces altogether with limiting or ending war is called defence
Question 7.
What is ‘Balance of Power’? How could a state achieve this?
Answer:
Balance of power, in international relations, the posture and policy of a nation or group of nations protecting itself against another nation or group of nations by matching its power against the power of the other side.
1. When countries look around them, they see that some countries are bigger and stronger. This is a clue to who might be a threat in the future.
2. There may be no obvious reason for attack. But the fact that this country is very powerful is a sign that at some point in the future it may choose to be aggressive. Governments are, therefore, very sensitive to the balance of power between their country and other countries.
States can pursue a policy of balance of power in two ways:
a. by increasing their own power, as when engaging in an armaments race or in the competitive acquisition of territory;
b. Or by adding to their own power that of other states, as when embarking upon a policy of alliances.
Question 8.
What are the objectives of military alliances? Give an example of a functioning military alliance with its specific objectives
Answer:
Millitary alliance takes place when the contracting parties promise to support each other in case of a crisis that has not been identified in advance.
The objectives of military alliances:
1. is to protect themselves against threats from other countries. However, states have also entered into alliances to improves ties with a particular nation or to manage conflict with a particular nation
2. to increase their effective power relative to another country or alliance.
Military alliance between India and Russia, Russia is major defence ally of India. The objective of the alliance is:
1. to defence procurements, transfer of dual-use technologies, research and development, and India’s defence industrialisation.
2. Both the nations want to strengthen their forces to respond to disaster situation.
Question 9.
Rapid environmental degradation is causing a serious threat to security. Do you agree with the statement? Substantiate your arguments.
Answer:
Yes, I agree that the Rapid environmental degradation is causing a serious threat to security.
The pollution level in the air is found to be increasing every day, the global warming, depletion of ozone layer are some of the environmental concerns that need immediate respond from the world front.
For example, the Maldives may feel threatened by global warming because a big part of its territory may be submerged with the rising sea level.
So these sort of security threats couldn’t be resolved by a single nation, it needs cooperation from world wide to keep our Earth secure.
Question 10.
Nuclear weapons as deterrence or defence have limited usage against contemporary security threats to states. Explain the statement.
Answer:
Nuclear weapons usage be it for preventing oneself or for ending war has been reduced due to arms control method of cooperation .
1. The most important of these are disarmament, arms control, and confidence building. Disarmament requires all states to give up certain kinds of weapons
2. For example, the 1972 Biological Weapons Convention (BWC) and the 1992 Chemical Weapons Convention (CWC) banned the production and possession of these weapons.
3. Arms control regulates the acquisition or development of weapons. The Anti-ballistic Missile (ABM) Treaty in 1972 tried to stop the United States and Soviet Union from using ballistic missiles as a defensive shield to launch a nuclear attack.
Question 11.
Looking at the Indian scenario, what type of security has been given priority in India, traditional or non-traditional? What examples could you cite to substantiate the argument?
Answer:
India has faced traditional (military) and non-traditional threats to its security that have emerged from within as well as outside its borders.
Its security strategy has four broad components,:
1. The first component was strengthening its military capabilities, as India was engaged in several wars with China and Pakistan. Since it is surrounded by nuclear armed countries in the South Asian region
2. The second component of India’s security strategy has been to strengthen international norms and international institutions to protect its security interests. It used non-alignment to help carve out an area of peace outside the bloc politics of the two superpowers
3. The third component of Indian security strategy is geared towards meeting security challenges within the country. Several militant groups from areas such as the Nagaland, Mizoram, the Punjab, and Kashmir among others have, from time to time, sought to break away from India.
4. Finally, there has been an attempt in India to develop its economy in a way that the vast mass of citizens are lifted out of poverty and misery and huge economic inequalities are not allowed to exist
Question 12.
Read the cartoon below and write a short note in favour or against the connection between war and terrorism depicted in this cartoon.
Answer:
War and terrorism are inter-related. Whenever two or more nations are involved in war then somewhere this paves way for the terrorism to act and give the terrorist chance to expand their powers and this way terrorism gets strength.