Chapter 2: Q. 88 (page 199)
Use the definition of the derivative to prove the following special case of the product rule
Short Answer
We proved the special case of product function using the definition of the derivative
Chapter 2: Q. 88 (page 199)
Use the definition of the derivative to prove the following special case of the product rule
We proved the special case of product function using the definition of the derivative
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Get started for freeEach graph in Exercises 31–34 can be thought of as the associated slope function f' for some unknown function f. In each case sketch a possible graph of f.
Each graph in Exercises 31–34 can be thought of as the associated slope function f' for some unknown function f. In each case sketch a possible graph of f.
Find the derivatives of the functions in Exercises 21–46. Keep in mind that it may be convenient to do some preliminary algebra before differentiating.
Use the definition of the derivative to find the equations of the lines described in Exercises 59-64.
The line that passes through the point and is parallel to the tangent line to at .
In Exercises 69–80, determine whether or not is continuous and/or differentiable at the given value of . If not, determine any left or right continuity or differentiability. For the last four functions, use graphs instead of the definition of the derivative.
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