[" (iv) "32^((2)/(5))],[=root(5)(32^(2))...

[" (iv) "32^((2)/(5))],[=root(5)(32^(2))]

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[" (iv) "32^((2)/(5))],[=root(5)(32^(2))]
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If 2^(5x)-:2^(x)=root(5)(32). Then find the value of x
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32^(2/5)
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lim(x rarr 0) (root(5)(x+32)-2)/(x)=.
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root(5)((32)/(243)) is a surd
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Find the 5^(th) root of 32
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Find 32^(2/5)
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root(5)(32)=
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root(5)(32)^(-2)=
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