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100
When finding the volume of any 3-D shapes, why does the formula always include the height being multiplied by another variable?
When finding the volume, it is essential multiplying the height, because since the volume is the space inside, multiplying the height will give you the total capacity.
100
Why is pi in the volume of a cylinder formula?
It is because when finding the area of a circle, the formula is 2*pi*r.
100
When finding the volume of a cylinder, what should you always keep in mind?
You should have the radius, the height and the the pi.
100
In real life, what are some jobs essential to finding volumes of shapes?
Architectures use the volume to determine the volume for when they build buildings.
100
Find the volume of this cylinder with the following dimensions: Radius=5 Height=4
314.16 unit cubed
200
Find the volume with the following dimensions: Radius=6 Height=3
339.29 unit cubed
200
Why do you need pi in this formula
The formula for finding the area of a circle is 2*pi*r.
200
Find the volume with the following dimensions: Radius=6 Height=2
226.19 unit cubed
200
Find the volume with the following dimensions: Radius=8 Height=8
1608.5 unit cubed
200
What do you call a 3-dimensional shape unfold into a 2-dimensional shape?
A net.
300
What is the formula for calculating the surface area?
2πrh+2πr2.
300
Find the surface area with the following dimensions. Radius=5 Height=4
282.74 unit squared
300
What do you need to find the volume?
The Height and the Radius
300
Find the volume of the following dimensions. Radius=9 Height=8
2035.75 unit squared
300
Find the surface area of this question. Radius=9 Height=3
678.58 unit squared
500
When finding the volume of any 3-D shapes, why does the formula always include the height being multiplied by another variable?
When finding the volume, it is essential multiplying the height, because since the volume is the space inside, multiplying the height will give you the total capacity.