HG_Day 17_7.7_pyramids and cones11.6_spheres (1).notebook
7.7 ‐ Pyramids and Cones Pyramid A solid with a polygonal base and triangular sides with a common vertex.
Volume =
Surface Area =
Find the volume and surface area The base is regular hexagon
10 cm
4 cm
February 19, 2015
HG_Day 17_7.7_pyramids and cones11.6_spheres (1).notebook
Find the volume:
February 19, 2015
HG_Day 17_7.7_pyramids and cones11.6_spheres (1).notebook
February 19, 2015
Cone A figure with a circular base and one vertex.
Volume =
Surface Area =
Find the volume and surface area of the cone. 13 in
5 in
HG_Day 17_7.7_pyramids and cones11.6_spheres (1).notebook
Find the surface area. Assume the cone meets at a vertex.
7 in
4 in
2 in
1.5 in
5 in
February 19, 2015
HG_Day 17_7.7_pyramids and cones11.6_spheres (1).notebook
11.6 - Spheres hemisphere
great circle
Volume
Surface Area
Sphere Hemisphere
The diameter of the basketball is 9.5 in
Find the volume and surface area
Example: Find the volume of a hemisphere whose great circle has an area of 49 π cm2
February 19, 2015
HG_Day 17_7.7_pyramids and cones11.6_spheres (1).notebook
The Great Pyramid in Giza, Egypt is a square pyramid whose base is 230m by 230m and whose altitude (height) is 146m. The pyramid is composed of stone blocks that are rectangular prisms. An average block has dimensions 1.3m by 1.3m by .7m. Approximately how many stone blocks were used to build the pyramid? Round to nearest hundred thousand.
February 19, 2015
HG_Day 17_7.7_pyramids and cones11.6_spheres (1).notebook
February 19, 2015
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Saddles: the supplied one has the advantages of being cheap, light H.G. Wells omnibus and. ... Wells earned his bachelor of science and doctor of science ...
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