Ask a New Question
Search
Asked by
Anil
solve e^x / 3 = 5^x using logs.
Answers
Answers
Answered by
MathMate
e^x / 3 = 5^x
take logs to base e:
x-log(3) = xlog(5)
group terms to get
x(log(5)-1)=-log(3)
x = -log(3)/(log(5)-1)
Related Questions
Related
How do I solve this using logs? I am having a total math meltdown tonight! 10=2^10/n Thanks a...
Solve for x using logs. 4 * 16^x = 10 * 11^x Do you start by multiply 4 times 16 then 10 tim...
solve with logs 3^(1-2x)=4^(x)
how do i solve these logs? log1/2 (3x+1)^1/3= -2 3^(x^3)= 9^x
with logs solve 3.87^3 +20
logs x + logs (x + 6) = 10g8 (5x + 12)
Drop the logs solve for x logs x + logs (x + 6) = 10g8 (5x + 12)
Drop the logs solve for x log (10 - 4x) = log (10 - 3x)
Which of the following logs is directly associated with the operation of appliances such as switches...