Question

evaluate
{(24²+7²)¹/²}³?

Answer 1

we know 24^2=576

7^2=49  

on adding both we get 625

√625=25

we have to find cube of 25

25*25*25=15625

hence our answer is 15625

Answer 2

The value of given number is 15625.

Step-by-step explanation:

The question looks like we need to evaluate $[(24)^2+(7)^2)^{1/2}]^3$

The steps to solve it are :

Adding the sum of 24² and 7², then taking square root of the solved number and finally cube the number. So,

We know that,

24² = 576

7² = 49

Taking $(576+49)^{1/2}=\sqrt{625}=25$

Now taking $25^3=15625$

So, the value of given number is 15625.

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