162k views
5 votes
What is the derivative of ln(y)sin(x)

1 Answer

4 votes
You are going to have to use some implicit differentiation and the product rule here! So, let's just do that:

(d)/(dx)[ln(y)sin(x)]

Is equal to:

( (1)/(x)* (dy)/(dx)*sin(x)) -

((sin(x))/(x) * (dy)/(dx)) - (ln(y)cos(x))
Or:


That's your answer! Hope this helps, if anything doesn't make sense, hmu!
User Luckyrat
by
7.6k points

No related questions found