CUET Preparation Today
If $71^{83}+73^{83}$ is divided by 36, then remainder is : |
0 8 9 13 |
0 |
7183 + 7383 If n is odd number, Then, xn + an is always divisible by (x + a) According to the question 7183 + 7383 Here, n = odd number = 83 So, (x + a) = (71 + 73) = 144 Now, When 144 is divided by 36, we get remainder = 0 |
