Question

Which of the following is equivalent to 24 =16?

log(base 4)16 = 2

log(base 2)4 = 16

log(base 4)2 = 16

log(base 2)16 = 4 Which of the following is equivalent to 24 =16?

log(base 4)16 = 2

log(base 2)4 = 16

log(base 4)2 = 16

log(base 2)16 = 4 @Mathematics

Answer 1

first one

Answer 2

How come? because im stuck between the first and last

Answer 3

oh yeah the last one is right

Answer 4

Lol so which one is, and how come?

Answer 5

log(base 2) 16=4
so 2^4=16
and that's our ques 2^4=16

Answer 6

first one is 4^2=16

Answer 7

first one right

Answer 8

but both first and last are true

Answer 9

I think it is the last one, since that is the logarithmic form of 2^4 = 16, no?

Answer 10

but 4^2 is 16 too

Answer 11

Oh wow, thats true, but according to the way its suppose to be changed:
y = b^x <--> log(base b) y = x

Answer 12

So it would be the last one with knowing that ^