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Instead of doing implicit differentiation, can you solve for y and then take the derivative?
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for example, 2 - 8xy = 5x - 3y 3y -8xy = 5x - 2 y = (5x-2) / (3-8x), dy/dx = 5(3-8x) - (-8)(5x-2) / (3-8x)^2
You can, but only when you are able to solve for y. You cannot with functions where you are not able to solve for y
This is right I think...
what is an example of a function you cannot solve for y?
\[x^2 - 2y^3 +4y = 2\]
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so functions like this must have y on the other side of dy/dx
so you need implicit differentiation because sometimes you cannot single out the y?
Precisely
and most of the time, you cannot solve for y because they are not functions...
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