Write the simplest numerical value of : 6√25³
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Step-by-step explanation:
From laws of indices, we know that x^y is same as (1/x)^ (-y), therefore
(1/343)^(-2/3) is same as (343)^(2/3).
This is nothing but finding the square of cube root of 343. Now cube root of 343 is 7 and square of 7 is 49, so the required answer is 49.
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Answer:
6*√25*25*25
6*25√25
150√5*5
150*5
750
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