SOLUTION: Solve for x.
Log base {{{ sqrt( 5 ) }}}(25^(4x-1))=3
Help please
Algebra.Com
Question 473386: Solve for x.
Log base (25^(4x-1))=3
Help please
Found 2 solutions by stanbon, Alan3354:
Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
Solve for x.
Log sqrt( 5 )(25^(4x-1)) = 3
-----
base = sqrt(5)
log = exponent = 3
result = 25^(4x-1)
-----
Equation:
25^(4x-1) = (sqrt(5))^3
-----
5^[8x-2] = 5^(3/2)
----
8x-2 = 3/2
---
8x = 7/2
----
x = 7/16
===============
Cheers,
Stan H.
Answer by Alan3354(69443) (Show Source): You can put this solution on YOUR website!
Solve for x.
Log base (25^(4x-1))=3
------------------
16x - 4 = 3
x = 7/16
RELATED QUESTIONS
Solve for x:
A.) Log(base 3)4 + log(base 3)5 = log(base 3)(4x+5)
B.)log(base 7)6... (answered by algebrapro18)
Solve for x
log(base 25)(x+1) + log(base 25)(x-3) =... (answered by ikleyn)
Pls help me solve for X in this equation.. Log (base 5) 25 = 3 log (base X)36- log (base... (answered by lwsshak3)
I need help with these two problems please!
Solve for x without tables:
1) x =... (answered by jim_thompson5910,stanbon)
1. Solve the following equations
a) log(base 5)x+2 + log(base 5) x-2 - log(base 5)4 =... (answered by mananth)
Please someone help me with this. Combine the expression
1- log 27 + 1/2 log base 3 -... (answered by addingup)
Hi. I'm am required to find x in this equation: {{{log (5, (5-4x))}}} = {{{log (sqrt(5),... (answered by Earlsdon)
Solve for x:
(A.) Log(base 5)7 + log(base 5)8 = log(base 5)(2x-4)
(B.) Log(base 3)... (answered by Nate)
please help me solve this equation;
log(base 6)3x + log(base 6)(x-1) = 3
(answered by nerdybill)