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Published byJordan Simmons Modified over 8 years ago
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Techniques of Differentiation
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We now have a shortcut to find a derivative of a simple function. You multiply the exponent by any coefficient in front of the variable, and you decrease your exponent by 1.
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Techniques of Differentiation We now have a shortcut to find a derivative of a simple function. You multiply the exponent by any coefficient in front of the variable, and you decrease your exponent by 1.
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Techniques of Differentiation We now have a shortcut to find a derivative of a simple function. You multiply the exponent by any coefficient in front of the variable, and you decrease your exponent by 1.
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Techniques of Differentiation We now have a shortcut to find a derivative of a simple function. You multiply the exponent by any coefficient in front of the variable, and you decrease your exponent by 1.
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Techniques of Differentiation We now have a shortcut to find a derivative of a simple function. You multiply the exponent by any coefficient in front of the variable, and you decrease your exponent by 1.
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Techniques of Differentiation This rule applies when you have: 1. Sums of functions 2. Differences of functions 3. Combinations of both
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Techniques of Differentiation This rule applies when you have: 1. Sums of functions 2. Differences of function 3. Combinations of both
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Techniques of Differentiation This rule applies when you have: 1. Sums of functions 2. Differences of function 3. Combinations of both
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Techniques of Differentiation This rule applies when you have: 1. Sums of functions 2. Differences of function 3. Combinations of both
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Techniques of Differentiation This rule applies when you have: 1. Sums of functions 2. Differences of function 3. Combinations of both We can apply the rule directly to each part…
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Techniques of Differentiation
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Remember, anything to the zero power = 1
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Techniques of Differentiation
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The derivative of a constant = 0
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Techniques of Differentiation The derivative of a constant = 0
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Techniques of Differentiation The derivative of a constant = 0
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Techniques of Differentiation The derivative of a constant = 0
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Techniques of Differentiation The derivative of a constant = 0
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Techniques of Differentiation The derivative of a constant = 0
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Techniques of Differentiation The derivative of a constant = 0
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Techniques of Differentiation The derivative of a constant = 0
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