SOLUTION: Solve for x: (5/4)^x=64/125. Thank you for your help.
Algebra.Com
Question 598597: Solve for x: (5/4)^x=64/125. Thank you for your help.
Found 2 solutions by lwsshak3, filboi:
Answer by lwsshak3(11628) (Show Source): You can put this solution on YOUR website!
Solve for x: (5/4)^x=64/125. Thank you for your help.
(5/4)^x=64/125
(5/4)^x=(4^2)/(5^2(=(5^-2)/(4^-2)=(5/4)^-2
x=-2
Answer by filboi(35) (Show Source): You can put this solution on YOUR website!
Same solution as above but x is actually equal to -3.
(5/4)^x=64/125
(5/4)^x=(4^3)/(5^3)=(5^-3)/(4^-3)=(5/4)^-3
x=-3
RELATED QUESTIONS
please help me solve (4/5)^x= 125/64
(answered by stanbon)
Exponential equation without logs. Solve for x:
(4/5)^(-4x+5)=... (answered by stanbon)
Help me!!!!
Solve for x and check your results
5/7x+4=14
thank you... (answered by jim_thompson5910)
Solve for X
4^x-5=1/64
please and thank you (answered by ikleyn)
Could you help me with this one please
2-5x x+4
Solve 16^ =64^
16 to (answered by chitra)
how do I solve (x+5)(x-5)? Thank you for your... (answered by Seutip,Alan3354)
HI I'm trying to solve this equation and am facing immense difficulty, log base5(sqrt... (answered by ankor@dixie-net.com)
4 1/5 x 3/4 x 6 = ?
Thank you in advance for your... (answered by Alan3354)