MAT 211 Chapter Notes - Chapter 2: Talking Lifestyle 1278, Pythagorean Theorem, Linearization
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2. 1 derivatives and rates of change notes: sterling. X y2 y1 x2 x1 f (a + h) (f (a)) (a + h) (a) f (a + h) f (a) h. If you have h tending towards 0, then that notes that (a+h, f (a+h)) will be collapsing in (a, f (a)), which can be written by the following limit: f (a + h) f (a) h lim h 0. The instantaneous rate of change, which is also known as the tangent line"s slope, of f (x) when x = a. What are other ways to say limh 0 f (a+h) f (a) h. Instantaneous rate of change f (x)"s instantaneous rate of change is at the given a point. Instantaneous velocity f (x)"s instantaneous velocity is at the given a point. The curve of f (x)"s slope of the tangent line is at the given a point.
