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Usually Phil walks to school at a rate of 100 feet per minute.
Complete the following table of values of the time in seconds and the distance in feet based on this rate.
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Sketch a graph of the following scenario.
Phil's school is 1 500 feet from his house. Phil leaves home and walks about 300 feet for 3 minutes. He stops for 1 minute to talk with a neighbour out walking his dog. He continues to walk another 200 feet in 2 minutes. He stops at the corner store to grab a breakfast snack. This stop takes 2 minutes. Finally, Phil walks the remaining 1 500 feet to school in 10 minutes.
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A grade 10 student was asked to take fifty basketball shots. He took ten shots from each of the following distances to the hoop: 1 metre, 2 metres, 3 metres, 4 metres, and 5 metres.
The table shows the results.
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Name the horizontal and vertical axes.
Horizontal Axis: Distance, in metres
Vertical Axis: Success rate as a percentage or Baskets made out of 10.
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State the ordered pairs of this relation.
{(1,80), (2,70), (3,50), (4,60), (5,50)}
or
{(1,8), (2,7), (3,5), (4,6), (5,5)}
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Sketch the graph. Be sure to include appropriate labels.
Two graphs are possible, depending on the information chosen for the vertical axis. A graph showing the success rate is shown.
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State a conclusion about the data presented in the graph.
In general, the student's success rate decreased as his distance from the basketball hoop increased.
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Name the horizontal and vertical axes.