SOLUTION: How do you solve for "x" in the equation ln(6-5x)= -3
Algebra.Com
Question 640804: How do you solve for "x" in the equation ln(6-5x)= -3
Answer by nerdybill(7384) (Show Source): You can put this solution on YOUR website!
How do you solve for "x" in the equation ln(6-5x)= -3
.
Starting with:
ln(6-5x)= -3
6-5x = e^(-3)
-5x = e^(-3) - 6
5x = 6 - e^(-3)
x = [6 - e^(-3)]/5
x = [5.95]/5
x = 1.19
RELATED QUESTIONS
How do you solve this equation exactly for x?... (answered by fcabanski)
How do you solve for X in the equation: {{{ lnX + ln(x+3) =1... (answered by stanbon,richard1234)
how do you solve the logarithmic equation ln x - ln (x - 3)= ln... (answered by stanbon)
how do you solve the logarithimic equation ln x - ln(x-3)= ln... (answered by stanbon)
Solve the equation. (Do not use mixed numbers in the answer.)... (answered by lwsshak3)
Solve the equation. (Do not use mixed numbers in your answer.)
ln(5x-6)+ln(x)= (answered by Alan3354)
how do you solve for
ln(x+1) - ln(x-3)=ln(x)... (answered by user_dude2008)
How do you solve for x:... (answered by lwsshak3)
How do you solve the following equation? ln X + ln(x+3)= 1
Thanks for using your time... (answered by stanbon)