Question

which is the smallest number that is a perfect square and which can be divided by 7,14,35 and 50​

Answer 1

Step-by-step explanation:

To find out:-

The smallest number that is a perfect square and divisible by 7, 14, 35 and 50 fund the factors of These

7= 7x1, 14= 7x2, 35=7x5 and 50 =2x5x5

When one clubs them, 5 is repeated but 2 & 7 are not. This is needed because we are funding square, so each prime factor should be repeated twice.

So, 2x2x5x5x7x7=4900 is the required result.