## Derivatives and Integrals of Exponential Functions

The function y=ex is called the exponential function. The derivative of the exponential function ex is equal to ex. This … Read more

The function y=ex is called the exponential function. The derivative of the exponential function ex is equal to ex. This … Read more

Inverse trigonometric functions are functions that “reverse” the effect caused by the original trigonometric function. The derivatives of these functions … Read more

Integrals of trigonometric functions are other trigonometric functions. For example, the integral of the cosine function is equal to the … Read more

The derivatives of trigonometric functions are other trigonometric functions. For example, the derivative of the sine function is equal to … Read more

The rate of change represents how the y values change with respect to the x values. For example, if the … Read more

Rate of change exercises are solved by finding the derivative of an equation with respect to the main variable. Generally, … Read more

The derivatives of parametric equations are found by deriving each equation with respect to t. Then, the chain rule is … Read more

The derivatives of implicit functions are solved by deriving each term of the function with respect to the differentiating variable. … Read more

Implicit functions can be differentiated by deriving each term of the function with respect to x. For this, the chain … Read more

The chain rule for integrals is an integration rule related to the chain rule for derivatives. This rule is used … Read more