Raju has ₹ 9000 with him and he wants to buy a mobile handset; but he finds that he has only 75% of the amount required to buy the handset. Therefore, he borrows ₹ 2000 from a friend. Then

Correct Option: Raju has enough amount to buy the handset and he will have ₹ 1000 with him after buying the handset.

Let the required price of the mobile handset be X. Raju has ₹ 9000, which is 75% of the required amount. So, 75% of X = ₹ 9000. (75 / 100) * X = 9000. 0.75 * X = 9000. X = 9000 / 0.75 = 900000 / 75 = ₹ 12000. The total price of the handset is ₹ 12000. Raju currently has ₹ 9000. He borrows ₹ 2000 from a friend, so his total money becomes ₹ 9000 + ₹ 2000 = ₹ 11000. Wait! Let's check: Raju's total money = 9000 + 2000 = 11000, but the handset costs ₹ 12000. Wait, 9000 is 75% of X, so X = 12000. With 11000, he still doesn't have enough! Wait, let's re-read: 'he finds that he has only 75% of the amount required to buy the handset'. Wait, if he has 9000, and 9000 is 75%, then 100% is 12000. If he borrows 2000, he has 11000, which is less than 12000. Wait, let's re-calculate: what if ₹ 9000 is not 75%? Let's check options: A, B, C, D. Option A says 'Raju still does not have enough amount to buy the handset.' Let's check if Option A is correct. 9000 + 2000 = 11000 < 12000, so he still doesn't have enough. Therefore, Option A is correct.