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Volume of Right Prisms with Polygon Faces

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Page 1: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named

Volume of Right Prisms with Polygon Faces

Page 2: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named

Right Prisms

• Any prism that has two polygon faces that are parallel is considered a right prism. They are named by the polygon that makes up the face.

• Rectangular Prisms have two rectangles as the polygon that makes the base

• Triangular Prisms have two triangles as the polygon that makes the base.

Page 3: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named

Finding the Volume of Prisms

• To find the volume of any right prism, find the area of the face and multiply by the depth.

Page 4: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named

Triangular Prisms

Area of the triangular face : = 6cm²

Area of the base multiplied by depth = volume

6cm² · 11cm = 66cm³

Page 5: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named
Page 6: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named
Page 7: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named
Page 8: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named

Sometimes the Height or Base is Not Given

• You may need to use the Pythagorean Theorem to find the missing value

Page 9: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named
Page 11: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named
Page 12: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named
Page 13: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named

Trapezoidal Prism

Page 14: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named
Page 15: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named
Page 16: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named
Page 17: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named
Page 18: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named
Page 19: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named
Page 20: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named
Page 21: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named
Page 22: Volume of Right Prisms with Polygon Faces. Right Prisms Any prism that has two polygon faces that are parallel is considered a right prism. They are named

Pentagonal Prism

6 cm