Chapter 2: Q. 2TF (page 168)
Instead of choosing small values of h, we could have chosen values of z close to c. What limit involving z instead of h is equivalent to the one involving h?
Short Answer
The derivative value is
Chapter 2: Q. 2TF (page 168)
Instead of choosing small values of h, we could have chosen values of z close to c. What limit involving z instead of h is equivalent to the one involving h?
The derivative value is
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Get started for freeState the chain rule for differentiating a composition of two functions expressed
(a) in “prime” notation and
(b) in Leibniz notation.
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 differentiation rules developed in this section to find
the derivatives of the functions
For each function f that follows find all the x-values in the domain of f for which and all the values for which does not exist in later section we will call these values the critical points of f
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Use the definition of the derivative to find for each function in Exercises 34-59
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