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10-8
10-8
Spheres
Objectives
Learn and apply the formula for the
volume of a sphere.
Learn and apply the formula for the
surface area of a sphere.
Vocabulary
sphere
center of a sphere
radius of a sphere
Holt Geometry
Spheres
A sphere is the locus of points in space that are a fixed distance
from a given point called the center of a sphere
A radius of a sphere connects the center of the sphere to any
point on the sphere.
A hemisphere is half of a sphere.
A great circle divides a sphere
into two hemispheres.
hemisphere
great circle
Holt Geometry
10-8
10-8
Spheres
Spheres
Practice: Finding Volumes of Spheres
1. Find the volume of the sphere. Give your
answer in terms of π.
Holt Geometry
Holt Geometry
10-8
Spheres
10-8
Spheres
10-8
Spheres
Practice: Finding Volumes of Spheres
2. Find the volume of the hemisphere.
Holt Geometry
Holt Geometry
10-8
Spheres
Practice: Finding Surface Area & Volume of Spheres
3. Find the surface area of a sphere with diameter 76 cm.
Give your answers in terms of π.
Practice: Finding Surface Area of Spheres
5. Find the surface area of a sphere with
a great circle that has an area of 49π mi2.
4. Find the volume of a sphere with surface area 324π in2.
Give your answers in terms of π.
Holt Geometry
Holt Geometry
10-8
10-8
Spheres
Practice: Exploring Effects of Changing Dimensions
6. The radius of the sphere is multiplied by
.
Describe the effect on the volume.
Holt Geometry
Practice: Exploring Effects of Changing Dimensions
7. The radius of the sphere is divided by 3.
Describe the effect on the surface area.
Holt Geometry
10-8
10-8
Spheres
8. Find the surface area and volume of the composite figure.
Give your answer in terms of π.
Find the surface area of the composite figure.
Spheres
Continued
Practice: Finding Surface Areas and Volumes of Composite Figures
Holt Geometry
Spheres
8. Find the surface area and volume of the composite figure.
Give your answer in terms of π.
Find the volume of the composite figure.
Holt Geometry
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