Cylinders
Rectangular and Triangular Prisms
Pyramids
Cones & Sphere
Facts
100
Find the VOLUME of the cylinder (Use 3.14 for pi). Round to the nearest hundredths.
Volume = 197.82 in3
100
Find the VOLUME of the rectangular prism.
V = 1632 yd2
100
How many faces does a Pyramid have?
A pyramid has ________________
A Pyramid has just ONE (1) face that is also known as base.
100
Find the VOLUME of the Cone (Use 3.14 for pi). Round to the nearest tenths.
Volume = 569.9 in3
100
What is the definition of geometry?
The study of shapes and figures.
200
How are Cylinders and prism similar to each other?
Cylinder and prism are similar because ______________________
Cylinder and prism are similar because both have TWO (2) bases that are also known as bases.
200
Find the VOLUME of the triangular prism.
Volume = 304 yd3
200
Find the VOLUME of the pyramid. Round to the nearest hundredths.
Volume = 213.33 in3
200
Find the VOLUME of the sphere (Use 3.14 for pi). Round to the nearest tenths.
Volume = 696.6 cm3
200
Complete the main idea of Cavalieri's Principle:
CAVALIERI'S PRINCIPLE if two solids have the same __________ and the same cross sectional _______ at every level, then the TWO solids have the same _____________
Complete the main idea of Cavalieri's Principle:
CAVALIERI'S PRINCIPLE if two solids have the same _height__ and the same cross sectional _area_ at every level, then the TWO solids have the same __VOLUMEN_____
300
Find the VOLUME of the cylinder (Use 3.14 for pi). Round to the nearest hundredths.
Volume = 883.16 m3
300
How many faces does a PRISM have?
A prism has ___________________
A Prism has TWO (2) faces that are also known as bases.
300
Find the VOLUME of the pyramid.
Volume = 75 ft3
300
Why do we divide the volume of a cone by three?
We divide the volume of a cone by 3 (1/3) because _____________________
The volume of a cone would be one-third of the volume of a cylinder.
300
The formula below belongs to which figure. Which formula is it?
Volume of a PYRAMID