Question

Find the derivative of the function.
g(t)= 7/ ln(t)

Answer 1

looks simple enough :)

Answer 2

7 Dt(1/ln(t))

Answer 3

use quotient rule:
(f/g)' = f'g - g'f / g^2

Answer 4

- 7
------------
t ln^2(t)

Answer 5

i hope that looks beter on your screen :)

Answer 6

I tried this answer but it is incorrect. can u explain how u got this answer?

Answer 7

7/ln(x)

f' = (bt'-b't)/b^2

b = ln(x), b'=1/x , t=7, t'=0

ln(x)(0) - (7)1/x / ln^2(x)

-7/x ln^2(x)

might be able to simplify it more

Answer 8

okay ill have to go ask for some more help b/c this is not a correct answer and i dont know y it is nt accepting my answer

Answer 9

thnxs

Answer 10

No that is the correct answer, make sure you check that you're entering the (ln(x))^2 part correctly