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Part (a) m = 8 - 7 .2 - .3 m = -0.1 Acceleration is the derivative of velocity. We have a velocity graph, and the derivative is the slope. This question.

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Presentation on theme: "Part (a) m = 8 - 7 .2 - .3 m = -0.1 Acceleration is the derivative of velocity. We have a velocity graph, and the derivative is the slope. This question."— Presentation transcript:

1 Part (a) m = 8 - 7 m = -0.1 Acceleration is the derivative of velocity. We have a velocity graph, and the derivative is the slope. This question is simply asking for the slope at t = 7.5 min. Caryn’s acceleration at 7.5 seconds is -0.1 miles/minute2.

2 v(t) dt is the total distance (in miles) that
Part (b) 12 v(t) dt = 1.4 .2 1.8 miles .2 v(t) dt is the total distance (in miles) that Caryn traveled during the entire 12 minutes. 12

3 Part (c) Caryn turns around to go back home 2 minutes after initially leaving for school. You can tell she changed direction at t = 2 because her velocity went from positive to negative there.

4 Part (d) 1.4 Remember—she had to return home to get her book.
From Part (b), we know that Caryn lives 1.4 miles from school.

5 Part (d) From Part (b), we know that Caryn lives 1.4 miles from school. w(t) dt = 1.6 12 Larry lives 1.6 miles from school, so Caryn is closer.


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