Math, asked by sugeetasterp1mm5w, 10 months ago

(6) Find the value of 4th root 625 raised to the power of-2​

Answers

Answered by VENOMR
3

Answer:

\frac{1}{25}

Step-by-step explanation:

4th root of 625 is equal to performing two square roots on 625

ie.

1st square root: √625 = 25

2nd square root: √25 = 5

4th root of 625 = 5

and we all know:

{5}^{ - 2} =  \frac{1}{25}

Answered by varshabengolakiya123
3

Answer:

0.04

 \sqrt[4]{ {625}^{ - 2} }

1  \div \sqrt[4]{  {625}^{2} }

1 \div  \sqrt[4]{390625}

 \sqrt[4]{0.000000256}

 \sqrt{0.0016}

0.04

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