What is \sqrt[8]{2(5+3)(5^2+3^2)(5^4+3^4)+3^8} ?

The solution to \sqrt[8]{2(5+3)(5^2+3^2)(5^4+3^4)+3^8} is 5

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simplify \sqrt[8]{2(5+3)(5^2+3^2)(5^4+3^4)+3^8}

simplify

5

Solution steps

2 (5 + 3) (5^{2} + 3^{2}) (5^{4} + 3^{4}) + 3^{8} = 390625

Factor the number:

390625 = 5^{8}

Apply radical rule:

= 5

\frac{4 ^{- 6}}{4 ^{3}}

32 - 23

8 + (- 10)

ln (x^{2}) d x

\frac{\frac{2}{3}}{( - \frac{2}{7} )}

What is \sqrt[8]{2(5+3)(5^2+3^2)(5^4+3^4)+3^8} ?
The solution to \sqrt[8]{2(5+3)(5^2+3^2)(5^4+3^4)+3^8} is 5