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10 votes
?????????????????????????

?????????????????????????-example-1
User Kzg
by
8.7k points

2 Answers

12 votes

Answer:


\sqrt[10]{4}

Explanation:

Apply power to power rule on the exponents,
(2)/(5)*(1)/(4) = (1)/(10) when simplified


4^(1)/(10) is also the same as
\sqrt[10]{4}

2 votes

Answer:


\sqrt[10]{4}

Explanation:

We know that,


(a^(x) )^y=a^x^y\\√(x) =x^{(1)/(2) } \\x^(1)/(y) =\sqrt[y]{x}

By following those, let us solve the given expression.


(4^(2)/(5) )^(1)/(4) \\\\4^(2*1)/(5*4) \\\\4^(2)/(20) \\\\4^(1)/(10)\\\\\sqrt[10]{4}

User Ramyani
by
7.8k points

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