SOLUTION: If log (subscript 9) 5 =x and log (subscript 9) 4 = y, express the given logarithm in terms of x and y.
log (subscript 9)6 1/4
Algebra.Com
Question 196626: If log (subscript 9) 5 =x and log (subscript 9) 4 = y, express the given logarithm in terms of x and y.
log (subscript 9)6 1/4
Answer by scott8148(6628) (Show Source): You can put this solution on YOUR website!
6 1/4 is 25/4 or (5^2)/4
so, log(subscript 9)6 1/4 = 2x-y
RELATED QUESTIONS
If log (subscript b)M=x and log (subscript b)N=y, express the following in terms of x and (answered by user_dude2008,stanbon)
Write the expression log subscript a(y+5)+2log subscript a(x+1) as one... (answered by Nate)
Given that log subscript a(x)=3.58 and log subscript a(y)=4.79, find log subscript... (answered by Nate)
log(subscript 4)(2x+1)=log(subscript 4)(x-3)+log(subscript 4)(x+5)
(so subscript is... (answered by Earlsdon,RAY100)
Express the following as a single logarithm. Assume that all variables represent positive (answered by rapaljer)
If log(subscript 2) 8 = 3 and log ( subscript 2) 16 = 4, then find log(subscript 6) 216.... (answered by ewatrrr)
If log(subscript b)2=0.36 and log(subscript b)5=0.83
Find the following.... (answered by pmatei)
log(subscript 3) 8 * log(subscript 8)... (answered by stanbon,user_dude2008)
how would you graph y=log(subscript... (answered by solver91311)