Unit 2A Practice: Modeling with 3D Solids (Bartels M3H)

Last updated about 1 year ago

12 questions

Instructions

Find the Surface Area and Volume of the following.

What two shapes make up the following:

Multiple Choice

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Unit 2A Practice: Modeling with 3D Solids (Bartels M3H)

Last updated about 1 year ago

12 questions

Instructions

Click the lightbulb to see how to do each problem!

Find the Surface Area and Volume of the following.

Question 1

Volume:_______ 
Surface Area:_______ 

Question 2

Volume:_______ 
Surface Area:_______ 

Question 3

Volume:_______ 
Surface Area:_______ 

What two shapes make up the following:

Question 4

Question 5

Question 6

Multiple Choice

Question 7

What equation would you use to find the volume of the following:

V=lwh-{4/3}{\pi}r^{3}

V=lwh+{4/3}{\pi}r^{3}

V=lwh-{4}{\pi}r^{2}

V=lwh+{4}{\pi}r^{2}

Question 8

What equation would you use to find the surface area of following:

SA=2(lw)+2(wh)+2(lh)-2{\pi}rh

SA=2(lw)+2(wh)+2(lh)+2{\pi}r^{2}+2{\pi}rh

SA=2(lw)+2(wh)+2(lh)+2{\pi}rh

SA=lwh+2{\pi}r^{2}+2{\pi}rh

Question 9

What equation would you use to find the surface area of the following:

SA= 2(lw)+2(wh)+2(lh)+{1/3}{\pi}r^2

SA= 2(lw)+2(wh)+2(lh)-2{\pi}r^{2}+2{\pi}rh

SA=2(lw)+2(wh)+2(lh)-({\pi}r^{2})-2{\pi}rh

SA= 2(lw)+2(wh)+2(lh)+2{\pi}rh

Question 10

10.

What equation would you use to find the volume of the following:

V= lwh+2{\pi}rh

V= lwh-{\pi}r^{2}h

V= lwh+{\pi}r^{2}h

V= lwh-2{\pi}rh

Question 11

11.

What is the height of the cone?

20

\sqrt{58}

2\sqrt{10}

4

Question 12

12.

What is the lateral of the cone?

25

5\sqrt{29}

5\sqrt{21}

15

Click the lightbulb to see how to do each problem!

Question 1

Volume:_______ 
Surface Area:_______ 

Question 2

Volume:_______ 
Surface Area:_______ 

Question 3

Volume:_______ 
Surface Area:_______ 

Question 4

Sphere

Cone

Half a sphere

Retangular Prism

Cylinder

Triangular Prism

Pyramid 

Question 5

Half a sphere

Cone

Sphere

Cylinder

Triangular Prism

Retangular Prism

Pyramid 

Question 6

Sphere

Cylinder

Half a sphere

Cone

Pyramid 

Triangular Prism

Retangular Prism

Question 7

What equation would you use to find the volume of the following:

V=lwh-{4/3}{\pi}r^{3}

V=lwh+{4/3}{\pi}r^{3}

V=lwh-{4}{\pi}r^{2}

V=lwh+{4}{\pi}r^{2}

Question 8

What equation would you use to find the surface area of following:

SA=2(lw)+2(wh)+2(lh)-2{\pi}rh

SA=2(lw)+2(wh)+2(lh)+2{\pi}r^{2}+2{\pi}rh

SA=2(lw)+2(wh)+2(lh)+2{\pi}rh

SA=lwh+2{\pi}r^{2}+2{\pi}rh

Question 9

What equation would you use to find the surface area of the following:

SA= 2(lw)+2(wh)+2(lh)+{1/3}{\pi}r^2

SA= 2(lw)+2(wh)+2(lh)-2{\pi}r^{2}+2{\pi}rh

SA=2(lw)+2(wh)+2(lh)-({\pi}r^{2})-2{\pi}rh

SA= 2(lw)+2(wh)+2(lh)+2{\pi}rh

Question 10

10.

What equation would you use to find the volume of the following:

V= lwh+2{\pi}rh

V= lwh-{\pi}r^{2}h

V= lwh+{\pi}r^{2}h

V= lwh-2{\pi}rh

Question 11

11.

What is the height of the cone?

20

\sqrt{58}

2\sqrt{10}

4

Question 12

12.

What is the lateral of the cone?

25

5\sqrt{29}

5\sqrt{21}

15

Sphere

Cone

Half a sphere

Retangular Prism

Cylinder

Triangular Prism

Pyramid 

Half a sphere

Cone

Sphere

Cylinder

Triangular Prism

Retangular Prism

Pyramid 

Sphere

Cylinder

Half a sphere

Cone

Pyramid 

Triangular Prism

Retangular Prism