
Surface Area or Volume?
Presentation
•
Mathematics
•
7th Grade
•
Medium
+1
Standards-aligned
Catherine C Wheeler
Used 152+ times
FREE Resource
5 Slides • 17 Questions
1
Surface Area and Volume of prisms and cylinders
2
Surface area is the total area of the surface/outside of a three-dimensional figure. Surface area is the sum of the area of the faces.
Key words:
cover
outside
wrap
square units
3
Volume is the amount of space inside a three dimensional figure.
Key words:
inside
capacity
liquid
fill
hold
cubic units
4
Multiple Choice
Alexis has a wooden box that is shaped like a rectangular prism. He is going to paint the box. Which formula will he need to use to find out how much paint to buy?
Volume
Surface area
5
Multiple Choice
Alex has two boxes. He wants to put the contents of the two boxes into a larger box. What will he need to know to make sure his larger box is big enough to hold the contents of both boxes?
Surface area
Volume
6
Multiple Choice
The trailer on the back of the truck below is in the shape of a rectangular prism. George needs to know how much the trailer will hold for shipping. Which does he need to know?
Surface area
Volume
7
Multiple Select
Identify each situation that would require the application of surface area.
Painting the outside of a shoebox
Filling the shoebox with candy
Counting the number of cubes inside of a shoebox.
Wrapping the shoebox in gift wrap
8
Multiple Choice
If you wanted to know how much metal is needed to make a can you would be finding the ______
Surface Area
Volume
9
Multiple Select
Identify each situation that would require the application of volume
Determining the amount of water in a water bottle.
Determining the number of pencils that could fit into a rectangular box.
Determining the amount of wrapping paper needed to wrap a box.
Determining the amount of paint needed to paint the outside of a cylinder.
10
Multiple Choice
If you wanted to know how much treasure is in the chest you would be finding the ________________
volume
surface area
11
Multiple Choice
Sammy needs to cover the box with wrapping paper. Which does he need to know before wrapping the box?
Surface area
Volume
12
What does it mean?
V = Volume
S.A. = Surface Area
l= length
w= width
h= height
r= radius
13
14
Multiple Choice
Tommy built a wooden box. Assuming the box is hollow, how much wood did it take to build this figure?
What shape is Tommy's box?
Rectangular Prism
Cylinder
15
Multiple Choice
Tommy built a wooden box. Assuming the box is hollow, how much wood did it take to build this figure?
What shape is Tommy's box?
cylinder
Rectangular Prism
16
Multiple Choice
Tommy built a wooden box. Assuming the box is hollow, how much wood did it take to build this figure?
What is the situation calling for?
Surface Area
Volume
17
Multiple Choice
Tommy built a wooden box. Assuming the box is hollow, how much wood did it take to build this figure?
What formula will you use?
SA = 2lw+2lh+2wh
SA= 2πr2+2πrh
18
Fill in the Blank
Tommy built a wooden box. Assuming the box is hollow, how much wood did it take to build this figure?
Use your calculator and plug in your information
Answer the question.
19
Multiple Choice
Natasha bought a gallon of paint in a cylindrical can. The
can is 18 inches tall and has a radius of 6 inches. How much
paint does it hold? Round your answer to the nearest tenth.
What shape is the paint can?
Cylinder
Rectangular prims
Triangular prism
20
Multiple Choice
Natasha bought a gallon of paint in a cylindrical can. The
can is 18 inches tall and has a radius of 6 inches. How much
paint does it hold? Round your answer to the nearest tenth.
Does the situation call for finding SA or V?
Surface Area
Volume
21
Multiple Choice
Natasha bought a gallon of paint in a cylindrical can. The
can is 18 inches tall and has a radius of 6 inches. How much
paint does it hold? Round your answer to the nearest tenth.
What formula do you use?
V= lwh
V= πr2h
22
Fill in the Blank
Natasha bought a gallon of paint in a cylindrical can. The
can is 18 inches tall and has a radius of 6 inches. How much
paint does it hold? Round your answer to the nearest tenth.
Use your calculator and plug in your information
Answer the question. Round to the nearest tenth.
Surface Area and Volume of prisms and cylinders
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