Question

Find the smallest non-stop whole number which can be multiplied by 112 to give a square number and a cube number.

Answer 1

Answer:

I dont know....yaar...

Answer 2

For perfect square we have to multiply with 7 and for perfect cube we have to multiply with 196

Step-by-step explanation:

First of all we have to fond the factor of 112

So 112 = 2×2×2×2×7

We have to find the number which when multiplied with 112 give perfect square

For perfect square the factor of the number will be in pair form

So if we multiply 112 by 7 then factor will be in pair form and number will be perfect square.

Now for perfect cube the factor will be pair of 3

So for making perfect cube we have to multiply the number by 2×2×7×7 = 196

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