Question

Solve. 8 = 2^(x + 4)

Answer 1

8 = 2^x + 4

2^x = 4

2^x = 2^2

x = 2

Answer 2

Here are the answer choices:

x = -1
x = -4
x = 0
x = 7

Answer 3

it =0 my friend

Answer 4

2(x+4)=8
x+4 = 8/2 = 4
x=4-4 = 0

Answer 5

Great, thank you! :)

Answer 6

welcome

Answer 7

itz -1

8 =\[2^{x+4}\]
=>\[2^{3}\]=\[2^{x+4}\]
therefore 3=x+4 =>x=-1

Answer 8

@alex8ac for 8 = 2^(x + 4)

not havin a go at u man, just helpin u out with the symbols we use here

the ^ usually means "to the power of"
so 8 = 2^(x + 4)
in this case means
\[8 = 2^{(x + 4) }\]

so as @Rex831 said before, you'd either use known powers or logarithms to work this one out

\[\log_{2} 8 = \log_{2} 2^{(x+4)}\]
so 3 = x +4
so x = -1