SOLUTION: Please explain this to me, i don't understand this.
For any base b, log_b ∛(b^5 )
is
log_b 3b
log_b (3b/5)
5/3
3/5
5b/3
Algebra.Com
Question 756431: Please explain this to me, i don't understand this.
For any base b, log_b ∛(b^5 )
is
log_b 3b
log_b (3b/5)
5/3
3/5
5b/3
Answer by lwsshak3(11628) (Show Source): You can put this solution on YOUR website!
For any base b, log_b ∛(b^5 )
log_b ∛(b^5 )
Rule:log of base(b) raised to an exponent(5/3)=exponent(5/3)
Example:log of base(10) raised to expoment(2)=2
log(10^2)=log100=2
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