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HW: Interpreting Graphs of Proportional Relationships

Last updated almost 2 years ago

24 Nsɛmmisa

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1

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2.

Create a graph. Plot the points.

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1

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4.

The number of gallons bought (is or is not) proportional to the cost. The constant is .

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1.

Select all that apply

A

B

C

D

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3.

Does the graph represent a proportional relationship?

yes

no

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5.

(10,30) means

per 10 .

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6.

Using the unit rate or constant, write an equation using y=kx.

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7.

The number of miles driven (is or is not) proportional to the amount of time. The constant is .

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8.

Using the unit rate or constant, write an equation using y=kx.

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9.

(2,100) means

100 per 2 .

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10.

(5,250) means

250per

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11.

(1,50) means

per 1

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12.

The number of cookies (is or is not) proportional to the cost. The constant is

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13.

Using the unit rate or constant, write an equation using y=kx.

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14.

(0,0)

means

$0 for

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15.

(1, 0.50) means

$0.50 per

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16.

The number of blocks walked (is or is not) proportional to the time. The constant is .

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17.

Using the unit rate or constant, write an equation using y=kx.

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18.

(0,0) means

0 per

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19.

The point that represents the unit rate is

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20.

The number of milkshakes (is or is not) proportional to the profit. The constant is

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21.

Using the unit rate or constant, write an equation using y=kx.

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22.

(0,0) means

You will make a profit of per

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23.

What does the unit rate (constant) mean?

milkshake costs

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24.

The point that represents the unit rate is .