Pacesetters Education Centre (Pume Class ) : General Paper

Both courses of action are correct in addressing the issue of people dying from drinking polluted water during the summer. The government should take responsibility and make adequate arrangements to provide safe drinking water to all its citizens to prevent further deaths. Additionally, educating the people about the dangers of drinking polluted water will help raise awareness and encourage them to make informed choices to protect their health. Both actions are necessary to effectively tackle the problem.

The statement mentions that the migration of villagers to urban areas is due to repeated crop failure and precarious financial situation. Therefore, providing the villagers with an alternate source of income in their villages would address the root cause of the migration and encourage them to stay in their villages. On the other hand, providing jobs in urban areas to the migrated villagers would not solve the problem of crop failure and financial instability in the villages, and may even contribute to overcrowding and competition for limited resources in urban areas. Therefore, only the first course of action is correct.

The statement mentions that a large number of people in ward X are diagnosed with a fatal malaria type. Given this information, it is necessary for both the city municipal authority and the people in the area to take action. The city municipal authority should carry out extensive fumigation in ward X to control the mosquito population and prevent the spread of malaria. Additionally, the people in the area should be advised to take steps to avoid mosquito bites, such as using mosquito repellents, wearing protective clothing, and using bed nets. Therefore, both courses of action are necessary and correct.

P - M + N x Q indicates that P is the brother of M, M is the mother of N, and N is the sister of Q. Therefore, P is the maternal uncle of Q.

The statement suggests that most students from premier engineering colleges in India migrate to developed nations for better prospects. The correct answer states that only option 2 is correct. This implies that asking students who desire to settle in developed nations to pay the entire cost of their education, which the government subsidizes, is a suitable course of action. This action would ensure that students who plan to settle abroad bear the financial burden themselves, rather than relying on government subsidies.

The sum of ages of 5 children born at intervals of 3 years each is 50 years. This means that the ages of the children form an arithmetic sequence with a common difference of 3. Let's assume the age of the youngest child is x. The ages of the other 4 children would be x+3, x+6, x+9, and x+12. Adding up these ages gives us 5x+30=50. Solving this equation, we find that x=4. Therefore, the age of the youngest child is 4 years.

To find the required run rate for the remaining 40 overs, we need to consider the total number of runs needed to reach the target and the number of overs remaining. The total runs needed to reach the target is 282 - (3.2 * 10) = 282 - 32 = 250. Therefore, the required run rate for the remaining 40 overs is 250/40 = 6.25.

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Since Tunde said that the boy in the photograph is the son of the only son of his mother, it means that the boy is Tunde's son. Therefore, Suresh must be the father of the boy in the photograph.

When the given figure is folded to form a cube, each face will have a corresponding opposite face. Since the face with three dots is opposite to the face with six dots, the correct answer is 6.

The average age of the grandparents is 67 years, the average age of the parents is 35 years, and the average age of the grandchildren is 6 years. To find the average age of the family, we need to add up all the ages and divide by the total number of family members. Since there are 2 grandparents, 2 parents, and 3 grandchildren, the total number of family members is 7. Adding up the ages (67 + 67 + 35 + 35 + 6 + 6 + 6) gives us 222. Dividing 222 by 7 gives us 31 5/7, which is the average age of the family.

Both statements 1 and 2 are necessary to answer the question. Statement 1 establishes a direct relationship between D and C, stating that the son of D is the grandson of C. Statement 2 provides information about the relationship between B and D, stating that B is the sister of D. By combining these two statements, we can conclude that B is the sister of D, and since D is the brother of B, B is also the sister of C.

After 8 years, the father would be two and a half times Ronit's age. This means that if Ronit's age is represented by x, the father's age would be 2.5x. After further 8 years, Ronit's age would be x+16 and the father's age would be 2.5x+16. To find how many times the father's age is of Ronit's age, we divide the father's age by Ronit's age: (2.5x+16)/(x+16). Simplifying this expression, we get 2.5. Therefore, the father would be 2 times Ronit's age.

If we let the number of students in room A be x, and the number of students in room B be y, we can create two equations based on the given information. The first equation is x - 10 = y + 10, which represents the fact that if 10 students are sent from A to B, then the number of students in each room is the same. The second equation is x = 2(y - 20), which represents the fact that if 20 candidates are sent from B to A, then the number of students in A is double the number of students in B. By solving these equations simultaneously, we find that x = 100, which means there are 100 students in room A.

The statement mentions that severe drought has set in several parts of the country. In such a situation, the immediate requirement would be to provide basic necessities like food, water, and fodder to the affected areas to save the people and cattle. This aligns with the second course of action, which suggests sending immediate assistance to these areas. However, the first course of action, which suggests providing financial assistance, may not directly address the urgent need for basic necessities in the affected areas. Therefore, only the second course of action is correct.