MATH 1080 Lecture Notes - Lecture 14: Chain Rule, Product Rule
19 Nov 2017
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By definition the derivative of a function (f) is defined as the following: So if (f)z = sin(z) then dzsin(z) = limsin(x-h) sin(z) / h. E sum = 6e -0. 2. (e-. 02) e-1 1-(e -. 2) / 1 (e - . 2) 6e -0. 2 / 1-e -. 02 multiply by e-. 02 for each 6 / e0. 2 1. You are likely going to see this again. (hint #1) Thus, the problem may be written this way: 6e0. 2 / e0. 2 -1. Note: will be a question on the quotian rule (taught today) 4 components to the drug examples and 4 regarding continuity. Bring your sample test to the lab in order to get your ta feedback. Sample test: winter 17" will put you in great shape! Lim (h-1) f(x+h) f(x) / h e. g. x3 + 1. Lim = (x3+1) +1 (x3+1) / h (3x2) There may be a pattern between the example and the answer thus, there is a pattern between the example and the derivater.
