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Quiz Answer Key and Fun Facts

Answer:
**6x**

The example illustrates the Power Rule for derivatives. Using the rule, you multiply the power of x by the constant before x and reduce the power of x by one to get the derivative.

The example illustrates the Power Rule for derivatives. Using the rule, you multiply the power of x by the constant before x and reduce the power of x by one to get the derivative.

Answer:
**two thirds y to the power of negative two thirds**

The Power Rule as in the first question: multiply the power of x by the constant before x and reduce the power of x by one to get the derivative.

The Power Rule as in the first question: multiply the power of x by the constant before x and reduce the power of x by one to get the derivative.

Answer:
**4x - 3**

This derivative can be found using the Sum Rule.

This derivative can be found using the Sum Rule.

Answer:
**4 (2x + 3)**

This is an example of how a Chain Rule is used. Firstly, you take the power of the bracket and multiply it by the bracket itself taking one power off the bracket. Then you take the derivative of the expression inside the bracket and multiply it by the number in front of the bracket.

This is an example of how a Chain Rule is used. Firstly, you take the power of the bracket and multiply it by the bracket itself taking one power off the bracket. Then you take the derivative of the expression inside the bracket and multiply it by the number in front of the bracket.

Answer:
**2x + 1**

This can be solved using either the Product Rule or by multiplying x through the bracket and using the Sum Rule.

This can be solved using either the Product Rule or by multiplying x through the bracket and using the Sum Rule.

This quiz was reviewed by FunTrivia editor rossian before going online.

Any errors found in FunTrivia content are routinely corrected through our feedback system.

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Jun 01 2023
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Referenced Topics

Science
By The Numbers
Math
Calculus
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