Question

If
m power n =125then(m-1)power n+1=​

Answer 1

Answer:

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Step-by-step explanation:

m^n = 121

m=11 and n=2

11^2 = 121

(m-1)^n+1 = (11-1)^2+1

(m-1)^n+1= 10^3

( m-1)^n +1=1000

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Answer 2

The value of $(m-1)^{n+1}$ is 256.

Step-by-step explanation:

It is provided that:

$m^{n}=125$

Compute the value of m and n as follows:

$m^{n}=125$

$m^{n}=5\times 5\times 5$

$m^{n}=5^{3}$

Thus, m = 5 and n = 3.

Compute the value of $(m-1)^{n+1}$ as follows:

$(m-1)^{n+1}=(5-1)^{3+1}$

                  $=4^{4}\\=256$

Thus, the value of $(m-1)^{n+1}$ is 256.

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