Question

write the equation log5(125)=3 in exponential form

Answer 1

What is the ase?

Answer 2

base?

Answer 3

where is base?

Answer 4

5 is on the bottom of log and 125 is lined up with it

Answer 5

So do you know what the base is?

Answer 6

\[\log_{5}125= 3 \]

Answer 7

yes that is what the equation is what is the formula for exponential form

Answer 8

What is the base?

Answer 9

5

Answer 10

What is the exponent?

Answer 11

there isn't an exponent

Answer 12

Aha...that is your problem. The log is the exponent. So the equation says log = 3 that means the exponent is 3

Answer 13

i don't understand what you mean. ive done this problem before but i don't remember how to do it i know that for logarithmic form b^x=y and that would become logb(32)=5

Answer 14

5^3=125.
The base is 5 and the exponent is 3

Answer 15

thank you

Answer 16

It is very important for you to learn that THE LOG IS THE EXPONENT.

Answer 17

okay i wrote that down on my paper thank you

Answer 18

yw

Answer 19

@marissaroman123 DONT FORGET GIVE mERTSJ MEDAL AS HE HELPED YOU