Question

How to find x? 2^2 * 2^x * 2^3 = 8

Answer 1

\(\large 2^22^x2^3=8\)

First step, find the value of \(2^2\) and \(2^3\)

Answer 2

add the powers: 2^2+x+3=8
you get 2^x+5=8
Then convert both sides to the same base
2^x+5=2^3
Then subtract the base of 2 on both sides
x+5=3
Subtract 5 both sides
x=3-5
Last simplify 3-5 to -2
x=-2
hope i helped!

Answer 3

Ohh thank u, it isn't that hard xD

Answer 4

welcome. nope good luck