Chapter 11 Flashcards
Three dimensional figure whose surface are polygons
Polyhedron
The number if faces verities and edges of a polyhedron are related by the formula F+V = E+2
Euler’s formula
Each polygon
Face
Segment that is formed by the intersection if two faces
Edge
Point where the three or more edges meet
Vertex
Intersection of a solid and a plane
Cross Section
Lateral area of prism is product of perimeter of base multiplied by height
Lateral surface area of a prism theorem —–11-1
Sum of lateral area and the areas of the two bases
Surface area of prism
Polyhedron with exactly two congruent parallel faces these faces are called a base
Prism
Other faces
Lateral face
Perpendicular segment that joins the planes of the base
Altitude
Length of altitude
Height
Sum of the areas of the lateral faces
Lateral area
Sum of the lateral area and area of the two bases
Surface area
Faces that are rectangles and a lateral edge is altitude
Right lateral faces
Some or all of the lateral faces are nonrectangualer
Oblique prisms
Lateral area is the product of the circumference if the base and the height of the cylinder
Theorem 11-2 lateral area of cylinder
Sum if the lateral area and area of two bases
Surface area of right cylinder
Two congruent parallel bases
Cylinder
Circles
Bases
Area after you unroll it
Lateral area of cylinder