What is (sqrt(5n^5+2n)+sqrt(n^5+1))(sqrt(n)) ?

The solution to (sqrt(5n^5+2n)+sqrt(n^5+1))(sqrt(n)) is (sqrt(5n^5+2n)+sqrt(n^5+1))sqrt(n)

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simplify (sqrt(5n^5+2n)+sqrt(n^5+1))(sqrt(n))

simplify

(5 n^{5} + 2 n + n^{5} + 1) (n)

(5 n^{5} + 2 n + n^{5} + 1) n

Solution steps

(5 n^{5} + 2 n + n^{5} + 1) (n)

Apply rule:

(a) = a

(n) = n

= (5 n^{5} + 2 n + n^{5} + 1) n

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- (\frac{2 ^{3}}{3}) - (\frac{2 ^{2}}{2}) + 12

P (1, - 2) y Q (3, 4)

\frac{( 3 - 5 + x ) ( 2 + 8 - x )}{x - 4}

What is (sqrt(5n^5+2n)+sqrt(n^5+1))(sqrt(n)) ?
The solution to (sqrt(5n^5+2n)+sqrt(n^5+1))(sqrt(n)) is (sqrt(5n^5+2n)+sqrt(n^5+1))sqrt(n)