You overhear the following statement. "The deer stopped and stared at me, while time just marched on. It was as if we were both frozen in time, neither of us moving an inch." If D(t) gives the distance between me and the deer as a function of time, t, what can you conclude about the first and second derivatives of the function? and D"(t) is D'(t) is

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 18T
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D(t) is zero, or negative, or positive?

D"(t) is zero, negative, or positive?

You overhear the following statement.
"The deer stopped and stared at me, while time just marched on. It was as if we were both frozen in time, neither of us moving an inch."
If D(t) gives the distance between me and the deer as a function of time, t, what can you conclude about the first and second derivatives of the function?
and D"(t) is
D'(t) is
Transcribed Image Text:You overhear the following statement. "The deer stopped and stared at me, while time just marched on. It was as if we were both frozen in time, neither of us moving an inch." If D(t) gives the distance between me and the deer as a function of time, t, what can you conclude about the first and second derivatives of the function? and D"(t) is D'(t) is
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