Question

Suppose that ln 2=a and ln3=b. Use properties of logarithms to write each logarithm in terms of a and b

ln0.5

Answer 1

didn't you already post this like 3 questions down?

Answer 2

couldnt figure this one out

Answer 3

ktklown could you please help me after you are done here?

Answer 4

-a

Answer 5

please include all steps

Answer 6

do you want to learn the material or just get an answer to copy?

Answer 7

a = ln2
0.5 = sin(a)^2
0.5 = -a

Answer 8

Can it be solved without trig? All of the other ones were solved without trig

Answer 9

a = ln 2
a^2 / ln 2^2 = e^a
-a = 0.5

Answer 10

ehhh?

Answer 11

\[\ln{0.5}=\ln{\frac{1}{2}}=\ln{\frac{3/3}{2}}=\ln 3 - \ln 3 - \ln 2\]

Answer 12

= b - b - a = -a

Answer 13

Finally a decent explanation

Answer 14

ktklown's methods are bizarre

Answer 15

yeah