Chapter%201-1.pdf - MTH 263 Homework Chapter 1 Part 1 Due Date Name x 1 and graph it x→−1 x2 − 1  2x if x ≤ 0 2 The function f(x is defined by

# Chapter%201-1.pdf - MTH 263 Homework Chapter 1 Part 1 Due...

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MTH 263: Homework: Chapter: 1 Part: 1 Due Date: 07/03/19 Name: 1/Guess the value of lim x →- 1 x + 1 x 2 - 1 and graph it. 2/ The function f(x) is defined by: f ( x ) = 2 x if x 0 x + 2 if x > 0 Graph f(x) and find lim x 0 f ( x ) 3/ The graph of the function f is shown in figure. Use it to state the value ( if they exist)of the following: f ( x ) o o o 2 4 - 4 2 4 3 - 2 - 4 a ) lim x 4 - f ( x ) b ) lim x 4 + f ( x ) c ) lim x 4 f ( x ) d) lim x 2 - f ( x ) e) lim x 2 + f ( x ) f)lim x 2 f ( x ) g) lim x →- 4 - f ( x ) h) lim x →- 4 + f ( x ) i) lim x →- 4 f ( x ) 4/ Sketch the graph and find the vertical asymptotes of f ( x ) = x x - 1 5/ Use the Limit Laws and the graphs of f and g in figure to evaluate the following limits,

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• Fall '19
• Limit, Limit of a function, function F, graph of the function f

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