Rectangle P=2l =2w A=lw Types of polyhedron 3 sides triangle 4 sides rectangle 5 sides pentagon 6 hexagon 7 heptagon 8 octagon 10 decagon Parallelogram A=bh volume is the amount of space inside a faces flat surface surface area is the sum of the areas of all the faces of a space figure pentagonal pyramid faces 6 edges 10 vertices 6 vertix, vertices, pints where 3 or more lines meet. Some different types of space figures cube, rectangular Prism, triangular prism, rectangular pyramid, triangular pyramid, pyramid one base are the lateral faces are all triangles space figure A figure that takes up space. Rectangular prism net top bottom front back side side rectangular prism faces 6 edges 12, vertices 8 Triangle A=1/2bh Perimeter= S+S+S formula for a rectangular prism, 3 dimensions, V=l x w x h Polyhedron: solid whose faces are poligons ( 3 or more sides) poly meaning many areas of a rectangular prism Find the area of each face then add the areas Solid a 3 dimensional figure that encloses splace rectangular prism V=Bh= lwh Square P+ 4s Area of a square A= 2 S Prism A =1/2bbh Triangular prism edge line segment where 2 faces interact Volume of a Rectangular Prism Volume is the amount of space inside a space figure Trapezoid A=1/xh(b1+b2) h has 2 identical bases Rectangle P=2l =2w A=lw Types of polyhedron 3 sides triangle 4 sides rectangle 5 sides pentagon 6 hexagon 7 heptagon 8 octagon 10 decagon Parallelogram A=bh volume is the amount of space inside a faces flat surface surface area is the sum of the areas of all the faces of a space figure pentagonal pyramid faces 6 edges 10 vertices 6 vertix, vertices, pints where 3 or more lines meet. Some different types of space figures cube, rectangular Prism, triangular prism, rectangular pyramid, triangular pyramid, pyramid one base are the lateral faces are all triangles space figure A figure that takes up space. Rectangular prism net top bottom front back side side rectangular prism faces 6 edges 12, vertices 8 Triangle A=1/2bh Perimeter= S+S+S formula for a rectangular prism, 3 dimensions, V=l x w x h Polyhedron: solid whose faces are poligons ( 3 or more sides) poly meaning many areas of a rectangular prism Find the area of each face then add the areas Solid a 3 dimensional figure that encloses splace rectangular prism V=Bh= lwh Square P+ 4s Area of a square A= 2 S Prism A =1/2bbh Triangular prism edge line segment where 2 faces interact Volume of a Rectangular Prism Volume is the amount of space inside a space figure Trapezoid A=1/xh(b1+b2) h has 2 identical bases
(Print) Use this randomly generated list as your call list when playing the game. There is no need to say the BINGO column name. Place some kind of mark (like an X, a checkmark, a dot, tally mark, etc) on each cell as you announce it, to keep track. You can also cut out each item, place them in a bag and pull words from the bag.
P=2l =2w
A=lw
Rectangle
3 sides triangle
4 sides rectangle
5 sides pentagon
6 hexagon
7 heptagon
8 octagon
10 decagon
Types of polyhedron
A=bh
Parallelogram
is the amount of space inside a
volume
flat surface
faces
is the sum of the areas of all the faces of a space figure
surface area
faces 6
edges 10
vertices 6
pentagonal pyramid
pints where 3 or more lines meet.
vertix, vertices,
cube, rectangular Prism,
triangular prism, rectangular pyramid, triangular pyramid,
Some different
types of space figures
one base are the lateral faces are all triangles
pyramid
A figure that takes up space.
space figure
top
bottom
front
back
side
side
Rectangular prism net
faces 6
edges 12,
vertices 8
rectangular prism
A=1/2bh
Perimeter= S+S+S
Triangle
formula for a rectangular prism, 3 dimensions, V=l x w x h
poly meaning many
Polyhedron: solid whose faces are poligons ( 3 or more sides)
Find the area of each face then add the areas
areas of a rectangular prism
a 3 dimensional figure that encloses splace
Solid
rectangular prism
V=Bh= lwh
P+ 4s
Area of a square
A=
2
S
Square
Prism
Triangular prism
A =1/2bbh
line segment where 2 faces interact
edge
Volume of a Rectangular Prism
is the amount of space inside a space figure
Volume
A=1/xh(b1+b2)
Trapezoid
has 2 identical bases
h