find cube root of 15625
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Answer:
Its 25
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Ganaadheesh
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we can express 15625 as the product of prime factors, we will get:
15625=5×5×5×5×5×5
In the next step we have to group the numbers in three with the same numbers in one group. Hence, we obtain:
15625=(5×5×5)×(5×5×5)
Now, take the cube root of 15625, then take one factor from each group we get:
15625−−−−−√3=5×5
Next, we have to multiply the factors to get the cube root of 15625. Hence we will get:
15625−−−−−√3=25
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