SOLUTION: If log(base 3)(5) = x, find log(base 3) (25/27) in terms of x
Algebra.Com
Question 691405: If log(base 3)(5) = x, find log(base 3) (25/27) in terms of x
Answer by nerdybill(7384) (Show Source): You can put this solution on YOUR website!
If log(base 3)(5) = x, find log(base 3) (25/27) in terms of x
.
log(base 3)(25/27)
log(base 3)(25) - log(base 3)(27)
log(base 3)(25) - log(base 3)(3^3)
log(base 3)(25) - 3
log(base 3)(5*5) - 3
log(base 3)(5)+log(base 3)(5) - 3
x+x - 3
2x-3
RELATED QUESTIONS
if log [base x] (3) - log [base 2] (a) = log [base 3] (a), express log [base x] in terms... (answered by jsmallt9)
find x if log 6 base 3 + log x base 3 - log 5 base... (answered by lwsshak3)
if log base 4 of 5 = x and log base 4 of 3 = y, express log base 4 of (125/sqrt3) in... (answered by lwsshak3)
3^(x^2+x)=9
And if log base 3 (2) =a log base 3 (5) =b write log base 3 (8/25) in... (answered by stanbon)
Pls help me solve for X in this equation.. Log (base 5) 25 = 3 log (base X)36- log (base... (answered by lwsshak3)
Write in terms of the NATURAL LOG. (ln)
1. log (base 4)x
2. log (base 10) (x+1)
3. log (answered by solver91311,jsmallt9)
log base x of 27= 3/2
(answered by Alan3354)
Express y in terms of x
log base 2 y - log base 2 x = 3 + log base 2... (answered by nerdybill)
log base 3 of X = 1/2 log base 3 of 25 - 5 log base 3 of... (answered by josgarithmetic)