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Lesson 18: More Relationships | Unit 6: Expressions and Equations

Lesson 18: More Relationships | Unit 6: Expressions and Equations

Assessment

Presentation

•

Mathematics

•

6th Grade

•

Hard

•
CCSS
6.NS.B.3, 6.EE.B.7, HSF-LE.A.1B

+3

Standards-aligned

Created by

Wayground Content

FREE Resource

19 Slides • 9 Questions

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Multiple Choice

Elena is designing a logo in the shape of a parallelogram. She wants the logo to have an area of 12 square inches. Which equation can Elena use to find the height in inches, hh , for each value of the base in inches, bb ?

1
h = 12 / b
2
h = 12 + b
3
h = 12 * b
4
h = 12 - b

21

Multiple Choice

Elena is designing a logo in the shape of a parallelogram. She wants the logo to have an area of 12 square inches. What is the height of a parallelogram with a base of 1.51.5 inches?

1
8 inches
2
10 inches
3
4 inches
4
6 inches

22

Multiple Choice

Han is planning to ride his bike 24 miles. How long will it take if he rides at a constant rate of 3 miles per hour?

1
6 hours
2
10 hours
3
12 hours
4
8 hours

23

Multiple Choice

Han is planning to ride his bike 24 miles. How long will it take if he rides at a constant rate of 4 miles per hour?

1
6 hours
2
10 hours
3
4 hours
4
8 hours

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Multiple Choice

Han is planning to ride his bike 24 miles. How long will it take if he rides at a constant rate of 6 miles per hour?

1
2 hours
2
3 hours
3
5 hours
4
4 hours

25

Multiple Choice

Han is planning to ride his bike 24 miles. Which equation can Han use to find tt , the time in hours it will take to ride 24 miles, if his constant rate in miles per hour is represented by rr ?

1
t = 24 - r
2
t = 24 / r
3
t = r / 24
4
t = 24 + r

26

Draw

Han is planning to ride his bike 24 miles. On graph paper, draw a graph that shows tt in terms of rr for a 24-mile ride.

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Multiple Choice

Which of the following stories is represented by the graph of the equation V=10s3V=10s^3 that contains the points (2,80)(2,80) and (4,640)(4,640) ?

1
The story of a cubic relationship between volume and side length.
2
The story of a constant volume regardless of side length.
3
The story of a linear relationship between volume and side length.
4
The story of a quadratic relationship between volume and side length.

28

Multiple Choice

The graph of the equation V=10s3V=10s^3 contains the points (2,80)(2,80) and (4,640)(4,640) . What do the points mean in the context of your story?

1
The points indicate that when the size 's' is 2, the volume 'V' is 80, and when 's' is 4, the volume 'V' is 640.
2
The points suggest that the volume 'V' decreases as the size 's' increases.
3
The points indicate that the volume 'V' is constant regardless of the size 's'.
4
The points show that when the size 's' is 2, the volume 'V' is 640, and when 's' is 4, the volume 'V' is 80.
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