Question

Solve. logx - 1 16 = 4?‎

Answer 1

\[\LARGE \log x-116=4\]

\[\LARGE \log x=4+166\]
\[\LARGE \log x=120\]

is it like:
\[\LARGE \log x-116=4\]
or like:
\[\LARGE \log (x-116)=4\]
?

Answer 2

sorry it's 116 on the second line...

Answer 3

x = 5

x = 4

x = 3

x = 2
^ answer options. so im guessing the second way you did it is correct.

Answer 4

\[\LARGE \log(x-116)=4\]
has base 10
\[\LARGE \log_{10}(x-116)=4\]
\[\LARGE x-116=10^4\]
\[\LARGE x=10^4+116\]
I would suggest you to recheck the given. Write them precisely... O_O (Or maybe I'm dumb, and I'm doing a mistake somewhere !)

Answer 5

ohhh. i understand how to do it now, i believe you're doing it right i was just confused.

Answer 6

is it 116 or a different number I see you've put a space between 1 16 ! ..
or maybe is \[\LARGE \log_x(-116)=4\] but it doesn't make sense either... @kerrigan Tell me , I want to know why I can't do it :(

Answer 7

there is a space between the 1 and the 16

Answer 8

and that means? ... :O

Answer 9

honestly, im a blonde. math isnt my thing. but how it is written is like this Solve. logx - 1 16 = 4?‎ the -1 in the problem is pushed down like under the rest of the equation... why? i have no idea.

Answer 10

can you post a photo ? :A

Answer 11

or draw it...

Answer 12

yeah hold on.