How to find derivative of e

To find the derivative of a function having the form y = еª, use the basic formula for finding the derivative in this case. Its derivative will also be equal to y = еª.

For finding the derivative of the function y = keª must еª multiplied by a factor, i.e. y= k × eª

If you need to find the derivative of a composite function, for example: y = e to the extent of ( x2 - 2x + 1), compute the product of this function in the derivative of the exponent. It will look so: y= e to the extent of (x2 - 2x + 1) × degree (x2 - 2x + 1)

To find the derivative of a function having the form y = еª, use the basic formula for finding the derivative in this case. Its derivative will also be equal to y = еª.

To find the derivative: y = е3ª + 2еª, find the derivative of each summand, then fold the results obtained: y = (е3ª) + (2еª); y = 3е3ª + 2еª.

For finding the derivative of any function, including the exponential with base e, use http://www.matcabi.net/differentiate.php. Here, in addition to calculating the derivatives, you will be able to see with the theory on different topics, such as: "Derivative", "Limits", "Integral".

Visit the website http://mathserfer.com/math/task.php?tname=diff. On the main page you will be able to calculate derivatives of functions on-line, obtaining detailed solutions of the tasks. The decision of the derivatives is based on using the rules of differentiation are studied in the course of mathematical analysis.

To find the derivative of a function, enter it in the "Function" field to differentiate according to the rules of data entry.

Then specify the variable of differentiation. This is usually "x".

If you want to find the derivative of higher orders, and choose the corresponding order of differentiation.

To find the derivative of your function click "Check entered data" and the button "Solve".