As you move through the first gate, you can see another gate not far in front of you. You approach the second gate and your computer reads: "There are 2 values for which the below function does not exist. The passcode is the limit of g (x) as x approaches the smaller of these two values." g(x)= = x+3 x2-9

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.
Chapter5: Graphs And The Derivative
Section5.1: Increasing And Decreasing Functions
Problem 41E: A friend looks at the graph of y=x2 and observes that if you start at the origin, the graph...
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The Second Gate
As you move through the first gate, you can see another gate not far in front of you. You
approach the second gate and your computer reads: "There are 2 values for which the below
function does not exist. The passcode is the limit of g (x) as x approaches the smaller of
these two values."
g(x) =
x+3
x2_9
Your computer also reminds you to type "infinity" for ∞, "-infinity" for -∞, and "NA" if the limit
does not exist.
What do you enter for your computer to translate?
ab
sin (a)
8
a
Transcribed Image Text:The Second Gate As you move through the first gate, you can see another gate not far in front of you. You approach the second gate and your computer reads: "There are 2 values for which the below function does not exist. The passcode is the limit of g (x) as x approaches the smaller of these two values." g(x) = x+3 x2_9 Your computer also reminds you to type "infinity" for ∞, "-infinity" for -∞, and "NA" if the limit does not exist. What do you enter for your computer to translate? ab sin (a) 8 a
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