Question

How would i find this answer, 8= √2^(4x+8)?

Answer 1

convert 8=2^3 and
√(2^(4x+8)) = 2^((4x+8)/2) = 2^(2x+4)

Answer 2

just take the power of both, then solve for x

Answer 3

i have no idea what you just did

Answer 4

well, look this
8= √(2^(4x+8))
2^3 = 2^((4x+8)/2)
2^3 = 2^(2x+4)
3 = 2x+4
solve for x from here

Answer 5

i got -2 but it equals zero

Answer 6

still incorrect

Answer 7

3 = 2x+4 or
2x+4 = 3
susbtracted by 4 to both sides, what u get

Answer 8

i get -1=2x

Answer 9

nice...
then divided by 2 to both sides, what u get

Answer 10

i divided 2 by -1 and got -2

Answer 11

nopes...
-1 = 2x or
2x = -1
divided by 2, both sides it means
2x/2 = -1/2
x = - 1/2

Answer 12

so, the answer is x=-1/2

Answer 13

oh, can you explain the first process above in words?

Answer 14

which parts ?

Answer 15

8= √(2^(4x+8))
2^3 = 2^((4x+8)/2)
2^3 = 2^(2x+4)
3 = 2x+4

this part

Answer 16

ok.. first
8 = 2^3, because 2^3 = 2*2*2 = 8 right ?

Answer 17

hello ?

Answer 18

yes

Answer 19

ok, next...
for √(2^(4x+8)), u have to go out from squareroot, use the property :