35(2) Dave decided to visit his aunt in Kamloops, BC. He starts out on the 350 km journey from his home in Vancouver at 9:00 in the morning. At 10:15, he stops in Chilliwack (100 km away) and has coffee with his friend Rob. He leaves Chilliwack at 11:30 and continues his journey for the next 2.5 hours, at which time he arrives at his aunt's house. Assume that Dave travels at constant speed between stops. a. Describe the distance, d, which Dave has already covered as a function of time, t. Hint. Assume t= 0 at 9:00. d should be described as a piecewise defined function with domain in three pieces. b. What are the domain and the range of this function? c. Draw a graph of the function, labeling the important points.

Algebra: Structure And Method, Book 1
(REV)00th Edition
ISBN:9780395977224
Author:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Publisher:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Chapter4: Polynomials
Section4.8: Rate-time-distance Problems
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35(2)
Dave decided to visit his aunt in Kamloops, BC. He starts out on the 350 km journey from his home in
Vancouver at 9:00 in the morning. At 10:15, he stops in Chilliwack (100 km away) and has coffee with
his friend Rob. He leaves Chilliwack at 11:30 and continues his journey for the next 2.5 hours, at which
time he arrives at his aunt's house. Assume that Dave travels at constant speed between stops.
a. Describe the distance, d, which Dave has already covered as a function of time, t.
Hint. Assume t= 0 at 9:00. d should be described as a piecewise defined function with domain in
three pieces.
b. What are the domain and the range of this function?
c. Draw a graph of the function, labeling the important points.
Transcribed Image Text:35(2) Dave decided to visit his aunt in Kamloops, BC. He starts out on the 350 km journey from his home in Vancouver at 9:00 in the morning. At 10:15, he stops in Chilliwack (100 km away) and has coffee with his friend Rob. He leaves Chilliwack at 11:30 and continues his journey for the next 2.5 hours, at which time he arrives at his aunt's house. Assume that Dave travels at constant speed between stops. a. Describe the distance, d, which Dave has already covered as a function of time, t. Hint. Assume t= 0 at 9:00. d should be described as a piecewise defined function with domain in three pieces. b. What are the domain and the range of this function? c. Draw a graph of the function, labeling the important points.
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