SOLUTION: solve equation
logy^8(y is base of log) = 3/8
Algebra.Com
Question 195443: solve equation
logy^8(y is base of log) = 3/8
Answer by nerdybill(7384) (Show Source): You can put this solution on YOUR website!
logy^8(y is base of log) = 3/8
.
Applying log rules:
8*log y = 3/8
log y = 3/64
y = 10^(3/64)
y = 1.114
RELATED QUESTIONS
which equation is equivalent to 3logx+log8-logy ?
a. log 8x^3/y
b. log (xy/8)^3... (answered by rapaljer)
Solve the following system for (x,y):
1. log9(x)+ logy(8)= 2
2. logx(9)+ log8(y)=... (answered by KMST)
solve the equation.
log base b (X+3) = log base b (8) - log base b... (answered by lwsshak3)
Solve the following system for (x,y):
{{{log(9,X)+ log(Y,8)=2}}}
{{{log(X,9)+... (answered by sdmmadam@yahoo.com)
solve equation
logy^8 = 3/4
how to solve this equation and answer will be 16 (answered by Alan3354)
solve equation
logy^8 = 3/4
how to solve this equation and will be... (answered by jim_thompson5910)
my earlier submission looks to be jumbled. I have tried to put the same questions in a... (answered by CharlesG2)
solve for (x) and y log9(x)+logy(8)=2
(answered by Alan3354)
solve:
log 4 base 2 - log (x+3) base 2 = log 8 base... (answered by lwsshak3)