Question

How do I solve this expression?
log5^250-log5^2

Answer 1

Do you have a graphing calculator??

Answer 2

No

Answer 3

Alrighty. Well I meant a scientific but I solved your problem and it came out to be 173.34

Answer 4

Thanks, but do you know how to solve it without one?

Answer 5

is the base 5?

Answer 6

\[\log_5(250)-\log_5(2)=\log_5(\frac{250}{2})=\log_5(125)\] is a start

Answer 7

then in exponential form this is \(5^y=125\) so \(y=3\)

Answer 8

Thanks