Algebra and Trigonometry (6th Edition)
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN: 9780134463216
Author: Robert F. Blitzer
Publisher: PEARSON
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4- A, b and c
Distance
und walks
the large rubber band for the catapult back IT Ts
he starts out from his cave running (at a constant speed). About halfway to the cie
he remembers that he also left the boulder at home. He turns around and runs ho
at an even faster (yet constant) speed. -
3. The graph at right is a distance-time graph
for a cartoon object's trip. Graph the
speed at which the object is traveling
over time.
4. Consider the following situation. Since
this is the cartoon world, assume that it
is possible to attain a constant speed
immediately.
0.
Time
• Bart Simpson leaves his home and runs to a gas station at a constant rate. He
stops suddenly for several minutes. Then he walks back home at a constant rate.
Represent Bart's motion by sketching the following three different graphs:
a. a position-time graph (i.e., a graph of Bart's distance from home over time)
b. a distance-time graph (i.e., a graph of Bart's total distance traveled over time)
c. a speed-time graph
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Transcribed Image Text:Distance und walks the large rubber band for the catapult back IT Ts he starts out from his cave running (at a constant speed). About halfway to the cie he remembers that he also left the boulder at home. He turns around and runs ho at an even faster (yet constant) speed. - 3. The graph at right is a distance-time graph for a cartoon object's trip. Graph the speed at which the object is traveling over time. 4. Consider the following situation. Since this is the cartoon world, assume that it is possible to attain a constant speed immediately. 0. Time • Bart Simpson leaves his home and runs to a gas station at a constant rate. He stops suddenly for several minutes. Then he walks back home at a constant rate. Represent Bart's motion by sketching the following three different graphs: a. a position-time graph (i.e., a graph of Bart's distance from home over time) b. a distance-time graph (i.e., a graph of Bart's total distance traveled over time) c. a speed-time graph
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