Question

Find the value of m if (-2)^m+1 × (-2)^4 = (-2)^6

NEED CORRECT ANSWER IT IS IMPORTANT​

Answer 1

Answer:

m=1

Step-by-step explanation:

$( { - 2})^{ m+ 1} \times ({ - 2})^{4} = ( { - 2})^{6}$

${ - 2}^{ m+ 1} = { - 2}^{6} \div { - 2}^{4}$

${ - 2}^{ m+ 1} = { - 2}^{6 - 4}$

${ - 2}^{m + 1} = { - 2}^{2}$

${ - 2}^{1 + 1} = { - 2}^{2}$

therefore m is 2

hope it helps you