

12.4 Volume of Cubes/Prisms/Cylinders
Presentation
•
Mathematics
•
9th Grade
•
Practice Problem
•
Hard
Standards-aligned
Ben Coltharp
Used 15+ times
FREE Resource
6 Slides • 2 Questions
1
12.4 Volume of Cubes/Prisms/Cylinders

2
Volume
The past couple of lessons, we have looked at Surface Area of different 3 dimensional shapes
Surface Area was simply the measure of the total area that the shape occupies; like if we were painting it
Volume is about what's on the inside of a 3-D shape; if you were to fill that shape with a liquid, how much liquid essentially.
3
Prisms
Because these shapes are essentially an elongated base (look at the triangular prism...it's just a really long triangle!), we just take the area of the base, and times it by how long the 3-d shape is.
4
Volumes of Prisms
Like always, start with finding the area of the base (it's a triangle)
Next, we take that area of the base, and multiply by how long the shape is...so 12
28⋅3=12 (base area)
12⋅12(length)=144cm3
*Notice the units is cubed...not squared anymore!
5
Fill in the Blanks
Find the volume of this triangular prism (Have to find the height of the triangle!...Pythagorean theorem?) No units
Type answer...
6
Cylinders
Similar to the prisms, we start with finding the base area (the base is a circle, so find the area of the circle)
Take that area of the circle, and multiply by how tall the cylinder is (15 cm)
3015.9cm3 = Volume of Cylinder
7
Fill in the Blanks
Find the volume of this cylinder - Round to nearest tenth, no units
Type answer...
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12.4 Volume of Cubes/Prisms/Cylinders

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