2. For the function f(x) defined by the graph below, with each mark representing one unit, evaluate the following expressions, approximating if necessary: ® (a)_lim_ƒ(x) = . (b) lim f(x) = (c) lim f(x) = (d) lim f(x) = (e) f(1) = (f) Is the function continuous on the domain? Explain.

Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter7: Integration
Section7.CR: Chapter 7 Review
Problem 54CR
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2. For the function f(x) defined by the graph below, with each mark representing one unit, evaluate
the following expressions, approximating if necessary:
3. For the function g whose graph is given, state the following.
(a) lim g(x)
(b) lim g(x)
x→∞0
x→
(c) lim g(x) =
x-18
(e) _lim_ g(x) =
@
Z
=
(d) lim_g(x) =
(a)
lim_ f(x) =
(b) lim f(x) =_
x
(c)
lim f(x) = _
(d) lim f(x) =
(e) f(1) =
(f) Is the function continuous on
the domain? Explain.
(f) The equations of the asymptotes, if any.
2
Transcribed Image Text:2. For the function f(x) defined by the graph below, with each mark representing one unit, evaluate the following expressions, approximating if necessary: 3. For the function g whose graph is given, state the following. (a) lim g(x) (b) lim g(x) x→∞0 x→ (c) lim g(x) = x-18 (e) _lim_ g(x) = @ Z = (d) lim_g(x) = (a) lim_ f(x) = (b) lim f(x) =_ x (c) lim f(x) = _ (d) lim f(x) = (e) f(1) = (f) Is the function continuous on the domain? Explain. (f) The equations of the asymptotes, if any. 2
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