Volume: Pyramids, Cones, and Spheres

What does B stand for in the volume formula?

• Area

• Area of the Base

• Base Shape

• Barnacle

What is our Height, H for this shape?

• 8.7 cm ²

• 7 cm

• 9 cm

• 10 cm

What is the Shape of the base for this figure?

• Hexagon

• Pentagon

• Heptagon

• Triangle

Which Formula do you use for the Volume of a Cone?

• V = B x H

• SA = 2 x B + P x H

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Which formula do you use to find the area of the base for this figure?

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• 
• 
• B = L x W

Which formula do you use to find the Volume of a Sphere?

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• 
• 
• V = B x H

What's the 'Trick' in this problem?

• Converting Units

• Diameter needs to be halved to find radius

• Pythagorean Theorem necessary to find Height

• Need to split the shape into two figures

What's the 'Trick' in this problem?

• Converting Units

• Diameter needs to be halved to find radius

• Pythagorean Theorem necessary to find Height

• Need to split the shape into two figures

What's the 'Trick' in this problem?

• Converting Units

• Diameter needs to be halved to find radius

• Pythagorean Theorem necessary to find Height

• Need to split the shape into two figures

What's the 'Trick' in this problem?

• Converting Units

• Diameter needs to be halved to find radius

• Pythagorean Theorem necessary to find Height

• Need to split the shape into two figures