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express the product as a radical expression (x^3)^3/4
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umm do u know the laws of exponents? \( (x^m)^n = x^{\large m*n} \)
ohhhh i misread it lol it says \( \huge (x^3)^{ 3 \over 4} \)
Ok so the lasw of exponents r as follows: \( \huge x^{ m\over n} = \sqrt[n]{x^m} \)
okayyy(:
ok so here it wld be: \( \large \sqrt[4]{(x^3)^3} =\sqrt[4]{(x^9)}\)
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which can actually be reduced to: \( \large x^2 \sqrt[4]{x} \)
thank you sooo much you are great!:D
yup sorry abt the mistake b4 this is the correct answer
thnx so much and it was no biggie:)
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