SOLUTION: Solve the following equation for x in terms of q:
2^(3x-1)=7(x-q)
Algebra.Com
Question 442186: Solve the following equation for x in terms of q:
2^(3x-1)=7(x-q)
Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
Solve the following equation for x in terms of q:
2^(3x-1)=7(x-q)
----------------------
Take the log of both sides:
(3x-1)*log(2) = log[7x-7q]
Solve for "x":
3x-1 = [log(7x-7q)/log(2)]
---
x = {[log(7x-7q)/log(2)]+1}/3
--
x = {[log2(7x-7q)]+1}/3
====================================
Cheers,
Stan H.
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