Chapter 11 Flashcards

0
Q

Three dimensional figure whose surface are polygons

A

Polyhedron

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1
Q

The number if faces verities and edges of a polyhedron are related by the formula F+V = E+2

A

Euler’s formula

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2
Q

Each polygon

A

Face

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3
Q

Segment that is formed by the intersection if two faces

A

Edge

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4
Q

Point where the three or more edges meet

A

Vertex

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5
Q

Intersection of a solid and a plane

A

Cross Section

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6
Q

Lateral area of prism is product of perimeter of base multiplied by height

A

Lateral surface area of a prism theorem —–11-1

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7
Q

Sum of lateral area and the areas of the two bases

A

Surface area of prism

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8
Q

Polyhedron with exactly two congruent parallel faces these faces are called a base

A

Prism

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9
Q

Other faces

A

Lateral face

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10
Q

Perpendicular segment that joins the planes of the base

A

Altitude

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11
Q

Length of altitude

A

Height

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12
Q

Sum of the areas of the lateral faces

A

Lateral area

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13
Q

Sum of the lateral area and area of the two bases

A

Surface area

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14
Q

Faces that are rectangles and a lateral edge is altitude

A

Right lateral faces

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15
Q

Some or all of the lateral faces are nonrectangualer

A

Oblique prisms

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16
Q

Lateral area is the product of the circumference if the base and the height of the cylinder

A

Theorem 11-2 lateral area of cylinder

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17
Q

Sum if the lateral area and area of two bases

A

Surface area of right cylinder

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18
Q

Two congruent parallel bases

A

Cylinder

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19
Q

Circles

A

Bases

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20
Q

Area after you unroll it

A

Lateral area of cylinder

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21
Q

Segment joining the centers of the base is a altitude

A

Right cylinder

22
Q

Segment joining the centers of the bases is not perpendicular to the places contains the bases

A

Oblique cylinder

23
Q

The lateral area of a regular pyramid is half the product of the perimeter of the base and the slant height

A

Lateral area of a regular pyramid

24
Sum of lateral area and area of base
Surface area of regular pyramid
25
Polyhedron in which the base can be any polygon and the other faces are triangle that meet at common vertex
Pyramid
26
Base is regular polygon and lateral faces are congruent isosceles triangles
Regular pyramid
27
Perpendicular segment from the vertex to place of base
Altitude of pyramid
28
Length of altitude
Height of pyramid
29
Length if altitude of a lateral face of pyramid
Slant
30
Sum of the areas of the congruent lateral faces
Lateral area of pyramid
31
Area of its base added to lateral a area
Surface area of pyramid
32
Lateral area of a right come is half the product of the circumference of the base and slant height
Lateral area of come
33
Sum of lateral area and base
Surface area of right come
34
Pointed with circle base
right come
35
Perpendicular segment from the vertex to a point one edge of base
Altitude
36
Distance from vertex to a point on the edge of the base
Slant height
37
Half perimeter times height
Lateral area
38
Pi r squared plus pi r l
Surface area
39
If two spaces have the same height and the same cross sectional area at entry level then they have the same volumes
Cavelerries principle
40
The volume of prism is base times height
Volume of prisms
41
Space that figure occupies
Volume
42
Three dimensional figure that is the combination of two or more simpler figures
Composite space figure
43
Volume of cylinder is pi r squared time height
Volume of cylinder
44
Space figure take ups
Volume
45
1/3 BH
Volume of pyramid
46
1/3 pi r squared time height
Volume of a Cone
47
Surface area of sphere is four time product of oh and the square of radius 4 pi r squared
Surface area of sphere
48
V= 4/3 pi r cubed
Volume of sphere
49
Set of all points in space equidistant from a given point called center
Sphere
50
Segment that has one endpoint at the center and the other endpoint on the sphere
Radius
51
Intersection of sphere and plane containing the center and the other endpoint in sphere
Great circle
52
Circumference of sphere
Circumference of great circle