Which logarithm is equivalent to log(3)10 - log(3)2? *i put the 3 in parenthesis but it's actually a small 3 that goes right next to the G in "log"

A: log(3)20
B: log(3)12
C: log(3)8
D: log(3)5

Question

Which logarithm is equivalent to log(3)10 - log(3)2? *i put the 3 in parenthesis but it's actually a small 3 that goes right next to the G in "log"

A: log(3)20
B: log(3)12
C: log(3)8
D: log(3)5

jojokiw3 · Answer

Since logarithms are basically exponents, you can apply the same rules here. When you have a power subtracting a power, you divide the powers. Same thing is applicable here. You have $$\log_310 - \log_3 2$$ Apply the same rule.

anonymous · Answer

so it would be D?

jojokiw3 · Answer

Correct.

anonymous · Answer

THANK YOU!! can you help me with one more?