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3.1 Volume Assignment

Total questions: 17

Worksheet time: 1hrs 23mins

Name
Class
Date
1.
Name
4 lines
2.

Please Note: This is an open-book assignment meaning you can use your notes and class materials, you also can use a calculator.

However, this quiz is equipped with a lockdown feature that alerts if you have left the tab. Leaving the tab will be considered academic dishonesty and may result in a grade of 0.

Because there is no way for you to show your work, some questions will have follow-up questions to check your mathematical process. 

If you understand the following type "I Understand"

4 lines
3.

Password:

(a)  

4.

1 a) Find the Volume: record your answer to the nearest tenth

(a)  

5.

1 b) Find the Volume

(a)  

6.

1 c) Find the Volume: Record your answer to the nearest tenth

(a)  

7.

1 c)

Select the Two shapes and Formulas you used for the previous Question:

a)

Cube

V= Side3Side^3

b)

Rectangular Prism

V=L×W×HV=L\times W\times H

c)

Pyramid

V= (l × w ×h)÷3V=\ \left(l\ \times\ w\ \times h\right)\div3

d)

Triangular Prism

V=(L×W×H)÷2V=\left(L\times W\times H\right)\div2

e)

Cylinder

V= πr2hV=\ \pi r^2h

8.

1 d) Find the Volume: Record your answer to the nearest tenth

(a)  

9.

1 d)

Select the Two shapes and Formulas you used for the previous Question:

a)

Cube

V= Side3Side^3

b)

Rectangular Prism

V= L×W×HV=\ L\times W\times H

c)

Pyramid

V= (l × w ×h)÷3V=\ \left(l\ \times\ w\ \times h\right)\div3

d)

Triangular Prism

V=(L×W×H)÷2V=\left(L\times W\times H\right)\div2

e)

Cylinder

V= πr2hV=\ \pi r^2h

10.

1 e) Find the Volume: Record your answer to the nearest tenth

(a)  

11.

1 e)

Select the Two shapes and Formulas you used for the previous Question:

a)

Cube

V= S3S^3

b)

Rectangular Prism

V=L×W×HV=L\times W\times H

c)

Pyramid

V= (l × w ×h)÷3V=\ \left(l\ \times\ w\ \times h\right)\div3

d)

Triangular Prism

V=(L×W×H)÷2V=\left(L\times W\times H\right)\div2

e)

Cylinder

V= πr2hV=\ \pi r^2h

12.

1 f) Find the Volume: Record your answer to the nearest tenth

(a)  

13.

1 f)

Select the Two shapes and Formulas you used for the previous Question:

a)

Cube

V= Side3Side^3

b)

Rectangular Prism

V=L×W×HV=L\times W\times H

c)

Pyramid

V= (l × w ×h)÷3V=\ \left(l\ \times\ w\ \times h\right)\div3

d)

Triangular Prism

V=(L×W×H)÷2V=\left(L\times W\times H\right)\div2

e)

Cylinder

V= πr2hV=\ \pi r^2h

14.

2) Find the Volume of the following shape: **Hint, Draw Diagrams of both original shapes to help you** Record your answer to the nearest tenth

(a)  

15.

2)

Select the Two shapes and Formulas you used for the Question 2:

a)

Cube

V= Side3Side^3

b)

Rectangular Prism

V=L×W×HV=L\times W\times H

c)

Pyramid

V= (l × w ×h)÷3V=\ \left(l\ \times\ w\ \times h\right)\div3

d)

Triangular Prism

V=(L ×W ×H)÷2V=\left(L\ \times W\ \times H\right)\div2

e)

Cylinder

V= πr2hV=\ \pi r^2h

16.

3) Apply your knowledge about Volume to solve the following problem: **Hint- Use the following Diagram** Record your answer to the nearest tenth

(a)  

17.

3)

Select the shape and Formula you used for the Question:

a)

Cube

V= S3S^3

b)

Rectangular Prism

V= L×W×HV=\ L\times W\times H

c)

Pyramid

V= (l × w ×h)÷3V=\ \left(l\ \times\ w\ \times h\right)\div3

d)

Triangular Prism

V=(L×W×H)÷2V=\left(L\times W\times H\right)\div2

e)

Cylinder

V= πr2hV=\ \pi r^2h