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Read the situations in the table below. Then drag a graph and equation to represent

each situation indicate whether each of the relationships is proportional or non-
proportional

Read the situations in the table below. Then drag a graph and equation to represent-example-1

2 Answers

1 vote

Answer:

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Explanation:

Read the situations in the table below. Then drag a graph and equation to represent-example-1
answered
User Xtds
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3 votes

Answer:

Explanation:

"Tamara runs 5 miles each week"

Let Tamara runs 'x' weeks then equation that represents the total distance covered by Tamara will be,

1). y = 5x

2). Here 'y' is directly proportional to the number of weeks 'x'.

3). And the graph when plotted will start from 0. Therefore, graph (1) will be the graph for the given equation.

"Tamara runs 5 minutes more than she walks each day."

1). If Tamara walks 'x' minutes daily and she runs for y minutes then relation between x and y will be,

y = x + 5

2). y and x are non proportional.

3). Graph will have y-intercept = 5

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User Apparao
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