There is a proportional relationship between the number of months a person has had a streaming movie subscription and the total amount of money they have paid for the subscription. The cost for 6 months is $47.94. The point [math](6,47.94)[/math] is shown on the graph below.[br][br][img]data:image/png;base64,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[/img][br][br]What is the constant of proportionality in this relationship?
What does the constant of proportionality tell us about the situation?
Write an equation that represents the relationship between [math]C[/math], the total cost of the subscription, and , [math]m[/math] the number of months.
Label the point [math]\left(1,k\right)[/math] on the graph by dragging the red point, find the value of [math]k[/math], and explain its meaning.
To make a friendship bracelet, some long strings are lined up then taking one string and tying it in a knot with each of the other strings to create a row of knots. A new string is chosen and knotted with the all the other strings to create a second row. This process is repeated until there are enough rows to make a bracelet to fit around your friend's wrist.[br][br]Are the number of knots proportional to the number of rows? Explain your reasoning.
What information do you need to know to write an equation relating two quantities that have a proportional relationship?