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1. How did you decide where Teresa should begin skateboarding? What is true about the rate at which you must drag the skateboarder so that your graph contains all the data points shown? square 6 7 5 Distance from motion detector 4 in feet 3 2

Question

1. How did you decide where Teresa should begin skateboarding? What is true about the
rate at which you must drag the skateboarder so that your graph contains all the data
points shown?
square 
6
7
5
Distance from
motion detector
4
in feet	3
2

1. How did you decide where Teresa should begin skateboarding? What is true about the rate at which you must drag the skateboarder so that your graph contains all the data points shown? square 6 7 5 Distance from motion detector 4 in feet 3 2

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ZolaMaster · Tutor for 5 years

Answer

To answer the question, we need to analyze the provided details about the graph and apply them to the context of Teresa skateboarding.Step 1: Determine the starting pointSince the graph represents time on the x-axis and another variable (which could be position, speed, or another factor) on the y-axis, and the red line starts from the bottom left, this suggests that Teresa should begin skateboarding at the origin of the graph. The origin (0,1) would represent the starting time (time = 0 seconds) and the starting position or condition (y-axis value = 1).Step 2: Analyze the rate of changeThe red line on the graph rises from the bottom left to the top right, which indicates that the variable on the y-axis is increasing over time. The fact that the line is gradual suggests a steady increase. To ensure the graph contains all the data points shown (the red dots), you must drag the skateboarder at a rate that matches the slope of the red line. If the red dots are exactly on the red line, it means that the rate at which Teresa is skateboarding must be constant, matching the slope of the line.If the red dots are scattered around the line but generally follow the trend of the line, the rate at which you drag the skateboarder should average out to the slope of the line, but it can vary slightly at different points in time to pass through all the red dots.Final Answer:Teresa should begin skateboarding at the origin of the graph where the time is 0 seconds and the y-axis value is 1. The rate at which you must drag the skateboarder should be constant and match the slope of the red line to ensure that the graph contains all the data points shown. If the red dots are not perfectly on the line but are scattered around it, the rate can vary slightly but should average out to the slope of the line.
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