The simple interest at R% per annum for n years will be Rs R on a sum of (a) Rs n (b) Rs 100 n (c) `R s(100)/n` (d) `R s(100)/(n^2)`

The simple interest at R% per annum for n years will be Rsn on a sum of Rsn(b) Rs 100 n Rs(100)/(n) (d) Rs(100)/(n^(2))

The simple interest at x % for x years will be Rs x on a sum of : Rs x (b) Rs ((100)/x) (c) Rs 100 x (d) Rs ((100)/(x^2))

The simple interest on Rs 100 for 4 years at 5 % per annum is

Total interest of Rs 100 at y% per annum in y^2 years is

If a sum of Rs 2000 is lent out at 2% per annum for 10 years under simple interest, then the amount is (a) Rs 1400 (b) Rs 2400 (c) Rs 200 (d) Rs 1500

The difference between compound interest and simple interest on a sum for 2 yr at 8% per annum is Rs. 768. The sum is (A) Rs. 100000 (B) Rs. 110000 (C ) Rs. 120000 (D) Rs. 170000

If interest on Rs x for 2 years at R% per annum is Rs 80, then interest on Rs 2x for one year at R% per annum is (a) Rs 160 (b) Rs 40 (c) Rs 80 (d) Rs 120

If interest on Rs x for 2 years at R% per annum is Rs 80, then interest on Rs 2x for one year at R% per annum is (a) Rs 160 (b) Rs 40 (c) Rs 80 (d) Rs 120

A sum invested at 5% simple interest per annum grows to Rs504 in 4 years.The same amount at 10% simple interest per annum in 2(1)/(2) years will grow to : (a) Rs 420 (b) Rs 450 (c) Rs 525 (d) Rs 550