University:
University of North Dakota
Course:
Math 165 | Calculus I
Academic year:

2024
Views:

207

Pages:

2
Author:

bambu5mw

Workshop #3 1. Find a function whose graph might be: (a) (b) (c) 2. Graph 1 Graph 2 Graph 3 Graph 4 (a) For the graphs shown above, in which is it true that lim f (x) = −1? x→2− (b) For the graphs shown above, in which is it true that lim f (x) = 1? x→2+ (c) For the graphs shown above, in which is it true that lim f (x) does not exist? x→2 (d) For which of the graphs above is f (2) = −1? 3. Draw a graph for a function f for which lim f (x) = 1, lim f (x) = 0, and f (2) = −1. x→2− x→2+ 4. Graph the functions below on your calculator, and use the graphs to predict the value of the indicated limit: (a) (b) (c) sin(2x) x→0 sin x 1 − cos x lim x→0 x2 lim x2 −4 lim 3 x−2 x→2