A power rule can be defined simply as the method of differentiating algebraic expressions such as x^{n}. Generally, it is used when an algebraic expression(variable) with power needs to be differentiated. So to find the derivative the formula would be: d(x^{n} )/dx = nx ^{(n-1)} . This is the general power rule derivative formula. The quotient rule is used when two functions are given and the derivative of ratio of these two functions is to be found.

Share this with your students for practice. Initially students may find solving the simplification expressions having power rule and quotient rule quiz difficult, but with practice they may excel at it.

A power rule can be defined simply as the method of differentiating algebraic expressions such as x^{n}. Generally, it is used when an algebraic expression(variable) with power needs to be differentiated. So to find the derivative the formula would be: d(x^{n} )/dx = nx ^{(n-1)} . This is the general power rule derivative formula. The quotient rule is used when two functions are given and the derivative of ratio of these two functions is to be found.

Share this with your students for practice. Initially students may find solving the simplification expressions having power rule and quotient rule quiz difficult, but with practice they may excel at it.

A power rule can be defined simply as the method of differentiating algebraic expressions such as x^{n}. Generally, it is used when an algebraic expression(variable) with power needs to be differentiated. So to find the derivative the formula would be: d(x^{n} )/dx = nx ^{(n-1)} . This...

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