Use properties of logarithms to rewrite expression.
log_t⁡∛((x^3 y^5)/(tz^2 ))

Question

Use properties of logarithms to rewrite expression.
log_t⁡∛((x^3 y^5)/(tz^2 ))

anonymous · Answer

log(a+b) = loga+logb
log(a-b) = loga/logb
logx^n = nlogx

isaiah.feynman · Answer

"log(a+b) = loga+logb" That is wrong. The correct rule is log(a*b)=loga+logb

anonymous · Answer

Isaiah.Feynman do you think you can help me figure this out? I understand the rules but this problem is a lot harder than others that I have solved.

anonymous · Answer

oops, sorry I mean 
log(a*b) = loga+logb and 
log(a/b) = loga-logb

anonymous · Answer

Okay I understand those rules, I just have trouble with the square roots and exponents. Do you think you can help me figure this problem out ECE?

anonymous · Answer

Can you draw out your problem? I can't read it in the form you wrote sorry

jdoe0001 · Answer

$\huge log_t\sqrt[3]{\cfrac{x^3y^5}{tz^2}}\quad ?$

anonymous · Answer

yes it is |dw:1386193936295:dw|