SOLUTION: Solving exponential equations 1. 5(7)^x=25

SOLUTION: Solving exponential equations 1. 5(7)^x=25

Algebra.Com

Question 1059072: Solving exponential equations
1. 5(7)^x=25
Answer by Alan3354(69443) (Show Source): You can put this solution on YOUR website!
5(7)^x=25
7^x = 5
x*log(7) = log(5)
x = log(5)/log(7)
----

RELATED QUESTIONS
Solving Exponential Equations Using Logarithms? 2^x = 30 5^x - 1 = 3^x 3.53^(x+1)... (answered by edjones)

Solving Exponential Equations and Inequalities. solve for x: a) 10^x >... (answered by Alan3354)

Solving exponential equations with logs. Help Me understand this! 5^x+2=10^2x (answered by lynnlo)

Solving Exponential Equations 10^2x-1 + 4 =... (answered by Alan3354)

Solving Exponential Equations "Given f(x)=50(1.25)^x, determine each of the following... (answered by Fombitz)

Solving exponential equation e^4x-7 + 1=20 (answered by Alan3354)

I need help with solving these equations can someone please show me how to solve them... (answered by EMStelley,MathTherapy)

find the solutions of the exponential equations so the problem is 7^x/2=5^1-x so far... (answered by jsmallt9,josmiceli)

Solving Rational Equations... (answered by ikleyn)