SOLUTION: log(subscript 5)x = 2*log(subscript 5)3 I know the answer is 9 but I can't figure out how they got it. Please e-mail with the work shown so I can learn how to solve

Algebra.Com
Question 204490: log(subscript 5)x = 2*log(subscript 5)3

I know the answer is 9 but I can't figure out how they got it. Please e-mail with the work shown so I can learn how to solve this type of problem.

Answer by alicealc(293)   (Show Source): You can put this solution on YOUR website!
log(subscript 5)x = 2*log(subscript 5)3
log(subscript 5)x = log(subscript 5)(3^2)
log(subscript 5)x = log(subscript 5)9
so x = 9

RELATED QUESTIONS

Find the slope of the line through the following points (-5,-3) + (-5,2) I know that... (answered by stanbon)
solve the logarithmic equation: log [subscript 2] 9-5n-1)=log [subscript 2] 20 I got... (answered by solver91311)
log [subscript 19] (10-2a) = log [subscript 19} (-3a-6) I got -5 is not equal to 2, no (answered by ikleyn,josgarithmetic)
What is the real value of x in the equation log(subscript 2) 24- log(subscript 2) 3 =... (answered by scott8148)
Hello, Could someone please help me simplify these logarithms/ 1.... (answered by stanbon)
log(subscript 4)(2x+1)=log(subscript 4)(x-3)+log(subscript 4)(x+5) (so subscript is... (answered by Earlsdon,RAY100)
solve the log equation log [subscript 7] -3x+ log [subscript 7] 4=2 I got... (answered by ikleyn)
log subscript 2 times 24 - log subscript 2 times 3 = log subscript 5 times x 24/3 = 6 (answered by stanbon)
Please solve these . *WHEN I PUT LOG(3) THAT IS A SUBSCRIPT *... (answered by Alan3354)