Using Lagrange Notation Exercises
Example 1
Use implicit differentiation to find y', assuming that y is a function of x.
- x^{3} + y^{3} = 4x
Example 2
Use implicit differentiation to find y', assuming that y is a function of x.
- y = cos(y) + 2x
Example 3
What is y' in the following equation?
- e^{y2} – x = y
Example 4
Using implicit differentiation, what is y ' in the following equation?
- xy^{2} + x^{3}y = 4x
Example 5
What is y ' in the following equation?