Question

If log₂ (6x + 6) = 5, then x = ___

Logarithms
ANSWERED
asked 2021-05-09

If  \(\log_{2} (6x + 6) = 5, \text{then}\ x =?\)

Answers (2)

2021-05-10

 

We are given:

\(\log_{2} (6x + 6) = 5\)

Write in exponential form:

\(\log bx=a\geq b^a=x\)

\(2^5=6x+6\) 

Solve for \(x: 32=6x+6\)

\(26=6x\)

\(\frac{26}{6}=x\) or \(x=\frac{13}{3}\)

0
 
Best answer
2021-08-11

Explanation is on video

0

expert advice

Have a similar question?
We can deal with it in 3 hours
...