IM 8.4.11 Lesson: On Both of the Lines

What do you notice? What do you wonder?
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[/img]
A different ant and ladybug are a certain distance apart, and they start walking toward each other. The graph shows the ladybug’s distance from its starting point over time and the point (2.5, 10) indicates when the ant and ladybug pass each other.
[size=150]The ant is walking 2 centimeters per second.[/size][br][br]Write an equation representing the relationship between the ant’s distance from the ladybug’s starting point and the amount of time that has passed.[br][br]If you haven't already, draw the graph of your equation on the same coordinate plane.
Elena and Jada were racing 100 meters on their bikes. Both racers started at the same time and rode at constant speed. Here is a table that gives information about Jada’s bike race:
[img]data:image/png;base64,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[/img]
Graph the relationship between distance and time for Jada’s bike race. Make sure to label and scale the axes appropriately.
Elena traveled the entire race at a steady 6 meters per second. On the same axes above, graph the relationship between distance and time for Elena’s bike race.
[size=150]Who won the race?[/size]
Close

Information: IM 8.4.11 Lesson: On Both of the Lines