What is (2.5a^{8n})^3*(0.4^{7n})^3 ?

The solution to (2.5a^{8n})^3*(0.4^{7n})^3 is 15.625a^{24n}*4.39805E-9^n

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simplify (2.5a^{8n})^3*(0.4^{7n})^3

simplify

(2.5 a^{8 n})^{3} \cdot (0. 4^{7 n})^{3}

15.625 a^{24 n} \cdot 4.39805 E - 9^{n}

Solution steps

(2.5 a^{8 n})^{3} (0. 4^{7 n})^{3}

Simplify

(2.5 a^{8 n})^{3} : 15.625 a^{24 n}

= 15.625 a^{24 n} (0. 4^{7 n})^{3}

Simplify

(0. 4^{7 n})^{3} : 4.39805 E - 9^{n}

= 15.625 a^{24 n} \cdot 4.39805 E - 9^{n}

12 x^{2} - 36 x + 15 = 0

7 x^{2} - 10 = - 33 x

2 + \frac{1}{2}

15 - 5 x - 3 y + x y

\frac{1}{8} - 64

What is (2.5a^{8n})^3*(0.4^{7n})^3 ?
The solution to (2.5a^{8n})^3*(0.4^{7n})^3 is 15.625a^{24n}*4.39805E-9^n