IM 7.2.3 Practice: More about Constant of Proportionality

Noah is running a portion of a marathon at a constant speed of 6 miles per hour. Complete the table to predict how long it would take him to run different distances at that speed, and how far he would run in different time intervals.
One kilometer is 1000 meters. Complete the table.
What is the constant of proportionality in the table above? What does the constant of proportionality tell us?[br]
One kilometer is 1000 meters. Complete the table.
What is the constant of proportionality in the table above? What does the constant of proportionality tell us?[br]
What is the relationship between the constants of proportionality in the two tables above?[br]
Jada and Lin are comparing inches and feet. Jada says that the constant of proportionality is 12. Lin says it is [math]\frac{1}{12}[/math]. Do you agree with either of them? Explain your reasoning.
The area of the Mojave desert is 25,000 square miles. A scale drawing of the Mojave desert has an area of 10 square inches. What is the scale of the map?
Which of these scales is equivalent to the scale 1 cm to 5 km? Select [b]all [/b]that apply.
Which one of these pictures is not like the others? Explain what makes it different using ratios.[br][br][img]data:image/png;base64,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[/img]
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Information: IM 7.2.3 Practice: More about Constant of Proportionality