Correct Answer: buy a pair of scissors

Solution : The correct choice is the third option.

Explanation: The sentence needs "a pair of scissors" because "scissors" is a plural noun. "Pair" is used to indicate two connected objects functioning together. The sentence means she's purchasing a tool with two blades for cutting.

Therefore, the correct sentence would be: She has gone to the stationery store to buy a pair of scissors.

Correct Answer: 14

Solution : The correct answer is 14.

The President can appoint up to 12 Rajya Sabha members with exceptional expertise or practical experience in sectors such as literature, science, art, and social service. If the President considers that the Anglo-Indian community is underrepresented in the Lok Sabha, they may designate 2 members from the group. So, 14 members can be nominated to both Houses of the Parliament by the President.

Correct Answer: Rural poor

Solution : The 'Garibi Hatao' campaign primarily targeted the rural poor, aiming to address their needs and alleviate poverty through various social welfare programs.

Correct Answer: Emphasis on economic cooperation  
     

Solution : In the post-Cold War era, India's neighborhood policy has evolved to place greater emphasis on economic cooperation, seeking to build mutually beneficial relationships with its neighbors.

Correct Answer: 431

Solution : The difference between divisor and remainder,
i) 19 – 13 = 6
ii) 23 – 17 = 6
The difference between the divisor and remainder is the same.
The LCM of 19 and 23 is 437.
To get the smallest number, which gives the remainder of 13 and 17 when divided by 19 and 23, we have to subtract 5 from the LCM of 19 and 23.
The smallest number = LCM – 6 = 437 – 6 = 431
Hence, the correct answer is 431.

Correct Answer: English was retained as an associate official language  

Solution : The outcome of the anti-Hindi agitations in Tamil Nadu in the 1960s was that English was retained as an associate official language of India, along with Hindi, to accommodate linguistic diversity.

Correct Answer: $20 \frac{20}{29} \%$

Solution : Total cost of the computer = Rs. 39000
Down payment = Rs. 19000
Balance = Rs. 20000
Let the rate of interest be $r$
Here simple interest is denoted by S.I.
Hence, the amount of Rs. 20000 for 5 months
= $20000+ \frac{20000\times r\times \frac{5}{12}}{100}$ 
= $20000+ \frac{250r}{3}$
​​​​​The customer pays the shopkeeper Rs. 4200 after 1 month, Rs. 4200 after 2 months, ...... and Rs. 4200 after 5 months.
Thus, the shopkeeper keeps Rs. 4200 for 4 months, Rs. 4200 for 3 months, Rs. 4200 for 2 months, Rs. 4200 for 1 month and Rs. 4200 at the end.
The sum of the amounts of these instalments
= (Rs. 4200 + S.I. on Rs 4200 for 4 months) + (Rs. 4200 + S.I. on Rs. 4200 for 3 months) + ...... + (Rs. 4200 + S.I. on Rs. 4200 for 1 month) + Rs. 4200
= Rs. (4200 × 5) + S.I. on Rs. 4200 for (4 + 3 + 2 + 1) months
= Rs. 21000 + S.I. on Rs. 4200 for 10 months
= $21000+4200\times r\times \frac{10}{12}\times \frac{1}{100}=21000+35r$
Hence, $20000+ \frac{250r}{3}=21000+35r$
$⇒\frac{145r}{3}=1000$
$⇒r=\frac{600}{29}$
$⇒r=20\frac{20}{29}\%$
Hence, the correct answer is $20\frac{20}{29}\%$.

Correct Answer: Bahadur Shah Zafar

Solution : The correct answer is Bahadur Shah Zafar.

The last Mughal Emperor, Bahadur Shah Zafar, was deported by the British from India and imprisoned in Yangon, then known as Rangoon, Burma, where he passed away in 1862. With his passing, the Mughal dynasty—which had dominated India for roughly 400 years—ended.

Correct Answer:

Solution : According to the question figure –
1. In each box one more line has been added. For example in box one we have one line and box two lines and in box three triangle and so on.
2. In each box the inner figure becomes the outer figure and the outer figure becomes the inner figure.
So, following the above pattern, the required figure will be as follows –

Therefore, the figure in the fourth option is the required figure. Hence, the fourth option is correct.

Correct Answer: Personal objective

Solution : The correct answer is (d) Personal objective

The personal objective of management recognizes the importance of individual goals, growth, and satisfaction. While the other objectives (economic, social, and organizational) primarily focus on the goals and outcomes of the organization, the personal objective acknowledges and values the personal aspirations and well-being of individuals within the organization. This objective involves providing opportunities for personal growth, skill development, work-life balance, and job satisfaction. By addressing personal objectives, management can enhance employee engagement, motivation, and overall well-being, which can contribute to individual and organizational success. Therefore, the personal objective of management focuses on achieving personal goals and satisfaction.