Question

Solve the logarithm
In x = 2 Solve the logarithm
In x = 2 @Mathematics

Answer 1

7.389

Answer 2

ln is the same as log base e

Answer 3

or e^2

Answer 4

0.6931

Answer 5

no, .6391 yields a negative answer

Answer 6

with base 10,it is,0.301

Answer 7

What you got was ln(2) which is not right

Answer 8

do you get what to do in these problems? they are very simple:
raise e to the power of both sides
e^(lnx)=e^2
x=e^2

Answer 9

x=e squared

Answer 10

The value of log2 depends on the base of the logarithm. log without a subscript usually measn base 10, but is sometimes used for base e.
base 10:
log2 = 0.3010299956 ≈ 0.30103
base e:
log2 = 0.69314718

Answer 11

No, we need to solve for x in ln(x)=2

Answer 12

thn,it is e2

Answer 13

Thank you, can someone show the work? cause i dont understand how to exactly do this kind of lagarithm

Answer 14

no lg signe logarithm on base 10

Answer 15

Check tourist Test's post, he explained it

Answer 16

Test showed the work a bit up

Answer 17

check wikipedia

Answer 18

\[\ln x = 2 \]\[e^{\ln x}=e^2\]\[x=e^2\]

Answer 19

on wikipedia

Answer 20

if it were base 5 for example:\[\log_5x=2\]\[5^{\log_5x}=5^2\]\[x=5^2=25\]just watch the bases

Answer 21

Thank you everyone, and thank you soo much turingtest for the explanation :D

Answer 22

no prob :)

Answer 23

You are the best, and helped me really understand when you helped me with all my problems lol ^^

Answer 24

I try!

Answer 25

Hehe thank you again :)