How do I solve this?
Find the derivative dy/dx of/for the following function:
axy^b+ln(axy)=(ay+bx)^b+c, where a, b, and c are constants
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- Thread Starter
- 26-10-2015 17:19
- 27-10-2015 09:26
- 27-10-2015 14:05
You are going to have a few dy/dx terms when you differentiate both sides with respect to x- which you will then have to factor out. This is implicit differentiation so just remember that d/dx(y) = dy/dx . d/dy(y) it's almost like the dy's cancel out leaving you with d/dx(y)
You will also have to use the product rule and know how to differentiate log functions as wel.