
Volume
Presentation
•
Mathematics
•
8th Grade
•
Easy
+4
Standards-aligned
Colton Gregg
Used 10+ times
FREE Resource
2 Slides • 11 Questions
1
Volume = Π (r2) height
Volume of a Cylinder
Volume = Area of Base x Height
Base Shape = Circle
Area of Circle = Π x r2
Π = "Pi" >> rounded to 3.14
Formula
Volume
Some text here about the topic of discussion
2
Volume of Cones and Sphere
3
Poll
What does "r" mean when you see it labeled on a circle?
Round
Radius
Radical
Reciprocal
4
Multiple Choice
To find the radius, given the Diameter, What do you do?
divide by 2
square it
take the square root
times it by 2
5
Poll
What value can be used for "Pi" π
3
3.14
21/7
4.13
6
Multiple Choice
If the Volume of a Cylinder Reads: Volume = π×r2×h . What do you need to know to solve for the Volume?
Just the Diameter
Just the Radius
Radius, Height and Pi
Pi
7
Multiple Choice
What is the volume of the figure? The Formula is Volume = π×radius2×height
5626.88 in^3
1792 in^3
1406.72 in^3
146.7 in^3
8
Open Ended
If the Volume formula for a Cone is Volume = 31 × π ×r2×h How would you SAY this formula using only words?
9
Multiple Choice
Volume = 31 × π ×radius2×height Using this formula, what is the Volume of the figure?
1267.11 cm^3
151976.6cm^3
7598.8cm^3
2532.93 cm^3
10
Open Ended
The formula for a Sphere is: Volume = 34 × π×radius3 What are the noticable differences in this formula than Cylinder and Cone?
11
Multiple Choice
Using Volume = 34 × π×radius3 , What is the volume for the figure?
84.78 units ^3
113.10 units ^3
27 units ^3
310.15 units^3
12
Open Ended
What do measurements of Volume get labeled with "Units Cubed" or " Units3 ", rather than " Units2 " or just "Units"
13
Open Ended
How will you be able to remember the difference between the Volume of
a Cylinder
( V=π×radius2×height ),
a CONE ( V=31πr2h ) and
a Sphere
( V=34πr3 )
Volume = Π (r2) height
Volume of a Cylinder
Volume = Area of Base x Height
Base Shape = Circle
Area of Circle = Π x r2
Π = "Pi" >> rounded to 3.14
Formula
Volume
Some text here about the topic of discussion
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