How do you evaluate $a (b^{x})$ $a(b^x)$ given a=1, b=2, x=4?

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How do you evaluate $a (b^{x})$ $a(b^x)$ given a=1, b=2, x=4?

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Answer 1 · 2017-03-19T20:08:51

$16$ $16$

Explanation:

Substitute the given values for a, b and x into the expression.

$\Rightarrow a (b^{x})$ $rArra(b^x)$

$= 1 (2^{4})$ $=1(2^4)$

$= 1 \times 2^{4}$ $=1xx2^4$

$= 1 \times 16$ $=1xx16$

$= 16$ $=16$

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How do you evaluate $a (b^{x})$ $a(b^x)$ given a=1, b=2, x=4?

1 Answer

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