Question

Solve for x:
\[7+2lnx=6\]

Answer 1

2ln(x) = 6 - 7

Answer 2

-2 ln(x)= -6

ln(x)= 3

e^(ln(x))= e^3

x=e^3,


Hope this helps (✿◠‿◠) .

Answer 3

ln(x) = -1/2
e^(ln(x)) = e^(-1/2)
x = e^(-1/2)
x = 1/e^(1/2)

Answer 4

i think you made a mistake in your addition

Answer 5

@TheOlympicnomad

Answer 6

Yes you are wrong

https://www.wolframalpha.com/input/?i=7%2B2lnx%3D6

Answer 7

7 + 2lnx = 6
2lnx = -1
lnx = -1/2
x = e^(-1/2)

Answer 8

remember

\[\ln(x) = \log_e(x)\]

Answer 9

when you make a logarithm a power to its base the logarithm cancels out and you are left with what was inside it

Answer 10

we just write it as ln because it is so commonly used people are lazy

Answer 11

(►.◄)!!.