Question

What is the value of (m to the power 4)cube

Answer 1

Answer:

$The \: value \:of \:(m^{4})^{3}= m^{12}$

Step-by-step explanation:

$The \: value \:of \:(m^{4})^{3}\\=m^{4\times 3}$

$Since, \boxed {(a^{m})^{n}= a^{mn}}$

$= m^{12}$

Therefore,

$The \: value \:of \:(m^{4})^{3}= m^{12}$

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Answer 2

The answer will be $m^{12}$.

Step-by-step explanation:

Given,

(m⁴)³

To simplify the given expression, the exponents are multiplied.

Using the formula:

$(a^{m}$$)^{n}$ = $a^{m*n}$

Here,

a = m

m = 4

n = 3

Applying  the formula:

(m⁴)³ = $m^{3*4}$ = $m^{12}$

∴ The answer will be $m^{12}$.

Learn more:

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