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5.05 Proportional relationships in the coordinate plane

Interactive practice questions

The ratio of $x:y$x:y is $1:2$1:2 and is represented in the table of values below.

$x$x $3$3 $4$4 $5$5 $6$6
$y$y $6$6 $8$8 $10$10 $12$12
a

We want to plot the points from the table of values. First plot the point $\left(3,6\right)$(3,6) on the plane.

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b

Plot the point $\left(4,8\right)$(4,8) on the plane.

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c

Plot the point $\left(5,10\right)$(5,10) on the plane.

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d

Plot the point $\left(6,12\right)$(6,12) on the plane.

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Easy
Approx 2 minutes
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The ratio of $x:y$x:y is $1:1$1:1 and is represented in the table of values below.

The ratio of $x:y$x:y is $1:1$1:1, and its ratio table is given below.

The ratio of $x:y$x:y in a proportional relationship is $1:3$1:3.

Outcomes

7.RP.2

Recognize and represent proportional relationships between quantities.

7.RP.2d

d. Explain what a point (x, y) on the graph of a proportional relationship means in terms of the situation, with special attention to the points (0, 0) and (1, r) where r is the unit rate

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