A.4.2.1 Back to the Post!

Below are the graphs of some situations you saw before (lesson 1).[br]Each graph represents the distance of a dog from a post as a function of time since the dog owner left to purchase something from a store. Distance is measured in feet and time is measured in seconds.[br][br]Use the given graphs to answer these questions about each of the three days:[br][br][list=1][*]How far away was the dog from the post 60 seconds after the owner left?[/*][*]How far away was the dog from the post when the owner left?[/*][*]The owner returned 160 seconds after he left. How far away was the dog from the post at that time?[/*][*]How many seconds passed before the dog reached the farthest point it could reach from the post?[/*][/list]
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[/img]
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[/img]
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[/img]
Consider the statement, “The dog was 2 feet away from the post after 80 seconds.” Do you agree with the statement?
What was the distance of the dog from the post 100 seconds after the owner left?[br][br][br]
Sometimes we need to be pretty specific when talking about functions. But to be specific could require many words and become burdensome. We will learn about a way to describe functions clearly and succinctly.
Kapat

Bilgi: A.4.2.1 Back to the Post!