What is sqrt(5^{17)+5^{17}+5^{17}+5^{17}+5^{17}} ?

The solution to sqrt(5^{17)+5^{17}+5^{17}+5^{17}+5^{17}} is 1953125

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simplify sqrt(5^{17)+5^{17}+5^{17}+5^{17}+5^{17}}

simplify

5^{17} + 5^{17} + 5^{17} + 5^{17} + 5^{17}

1953125

Solution steps

5^{17} + 5^{17} + 5^{17} + 5^{17} + 5^{17}

5^{17} + 5^{17} + 5^{17} + 5^{17} + 5^{17} = 5^{18}

= 5^{18}

Apply radical rule:

5^{18} = 5^{\frac{18}{2}}

= 5^{\frac{18}{2}}

Divide the numbers:

\frac{18}{2} = 9

= 5^{9}

5^{9} = 1953125

= 1953125

\frac{- 16}{2}

3 (2 x + 3)

e^{- 2 i}

(2 - a)^{5}

\frac{22}{5} \div \frac{5}{11}

What is sqrt(5^{17)+5^{17}+5^{17}+5^{17}+5^{17}} ?
The solution to sqrt(5^{17)+5^{17}+5^{17}+5^{17}+5^{17}} is 1953125