# Using Leibniz Notation Exercises

### Example 1

Use implicit differentiation to find , assuming that *y* is a function of *x*.

- 4
^{y}=*x*

### Example 2

In the following equation what is the derivative of *y* with respect to *x*?

- sin
*y*=*x*^{2}

### Example 3

Find the derivative of *y* with respect to *x* in the following equation

- ln (
*xy*) =*x*+*y*

### Example 4

Find in the following equation.

*y*^{3}+*x*^{2}*y*–*x*=*y*

### Example 5

What is in the following equation?