wsprisma solid figure thathas twocongruent,polygon shapedbases and otherfaces that are allparallelograms.TriangularPrismformulaA=1/2b x htriangle, rectanglepentagon hexagonheptagon octagon,decagon Typesofpoligonsvertix(sing.)vetices(pl)where 3or morelines meetpolyhedron(many)a solidwhose facesare poligons(3 or moresides)wssolidfigurea threedimensionalfigurewscompositefigurea figure thatis made upof more thanone shape.wsfacea twodimensionalfigure thatmakes up asolid' sides andbases.rectangularprismfaces 6edges 12vertices 8Surface Areaof SquarePyramid(steps)1. Draw anet2. Find allareas 3. addall areaswsbase (of asolidfigure)a flat surface ofa solid figure bywhich the figureis measured orclassifiedwsedgea straight lineformed by theintersectionof a solid'sfaceswspyramidsa solid figure with apolygon shapedbase and otherfaces that are alltriangles and thatmeet at a commonvertex.The amound anobject can hold(space inside-filling). length xwidth x height =units cubic (V-lwh)wsvolumePrismhas twoidenticalbases.Surface AreaofRectangularPrism stepsDraw a net'write values fortop bottom frontback side sideWill equal cmsquaredVolume:the amount ofspace itoccupies. It'smeasures inunitsV= l X W X HVolume:stepsSteps: 1. Writethe formula2. Substitutethe values3. Solve it.Free!pyramidone base arethe lateralfaces, are alltriangleswsvertexA point whrethree or moreedges of a solidfigure meet. (acorner)wsV =BhwsArea ofthe BxheightwssurfaceareaThe measure, insquare units, of theoutside of a solidfigure. Note- It is thesum of the areas ofall the faces orsurfaces of the solidfigure.faces:flatsurfacepentagonalpyramid(f.e.v)faces 6edges 10vertices 6wsnet twodimensionalrepresentationof a solidfigure.solida 3 dimensionalfigure thatenclosesspace. (is notflat)formula forsurface areaof TriangularPyramidBase Area=1/2(perimeter XSlant Heightwscongruentfigurefigures thathave thesame sizeand shape.edge: linesegmentwhere 2facesinteractwsprisma solid figure thathas twocongruent,polygon shapedbases and otherfaces that are allparallelograms.TriangularPrismformulaA=1/2b x htriangle, rectanglepentagon hexagonheptagon octagon,decagon Typesofpoligonsvertix(sing.)vetices(pl)where 3or morelines meetpolyhedron(many)a solidwhose facesare poligons(3 or moresides)wssolidfigurea threedimensionalfigurewscompositefigurea figure thatis made upof more thanone shape.wsfacea twodimensionalfigure thatmakes up asolid' sides andbases.rectangularprismfaces 6edges 12vertices 8Surface Areaof SquarePyramid(steps)1. Draw anet2. Find allareas 3. addall areaswsbase (of asolidfigure)a flat surface ofa solid figure bywhich the figureis measured orclassifiedwsedgea straight lineformed by theintersectionof a solid'sfaceswspyramidsa solid figure with apolygon shapedbase and otherfaces that are alltriangles and thatmeet at a commonvertex.The amound anobject can hold(space inside-filling). length xwidth x height =units cubic (V-lwh)wsvolumePrismhas twoidenticalbases.Surface AreaofRectangularPrism stepsDraw a net'write values fortop bottom frontback side sideWill equal cmsquaredVolume:the amount ofspace itoccupies. It'smeasures inunitsV= l X W X HVolume:stepsSteps: 1. Writethe formula2. Substitutethe values3. Solve it.Free!pyramidone base arethe lateralfaces, are alltriangleswsvertexA point whrethree or moreedges of a solidfigure meet. (acorner)wsV =BhwsArea ofthe BxheightwssurfaceareaThe measure, insquare units, of theoutside of a solidfigure. Note- It is thesum of the areas ofall the faces orsurfaces of the solidfigure.faces:flatsurfacepentagonalpyramid(f.e.v)faces 6edges 10vertices 6wsnet twodimensionalrepresentationof a solidfigure.solida 3 dimensionalfigure thatenclosesspace. (is notflat)formula forsurface areaof TriangularPyramidBase Area=1/2(perimeter XSlant Heightwscongruentfigurefigures thathave thesame sizeand shape.edge: linesegmentwhere 2facesinteract

3 dimensional figures - Call List

(Print) Use this randomly generated list as your call list when playing the game. 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.


1
B B
2
O O
3
O O
4
G G
5
N N
6
N N
7
B B
8
O O
9
O O
10
G G
11
I I
12
G G
13
I I
14
G G
15
G G
16
B B
17
I I
18
N N
19
N
20
O O
21
O O
22
I I
23
G G
24
B
25
N N
26
I I
27
B B
28
B B
29
N N
30
I
  1. B-a solid figure that has two congruent, polygon shaped bases and other faces that are all parallelograms.
    B-ws prism
  2. O-A=1/2 b x h
    O-Triangular Prism formula
  3. O-Types of poligons
    O-triangle, rectangle pentagon hexagon heptagon octagon, decagon
  4. G-where 3 or more lines meet
    G-vertix (sing.) vetices (pl)
  5. N-a solid whose faces are poligons (3 or more sides)
    N-polyhedron (many)
  6. N-a three dimensional figure
    N-ws solid figure
  7. B-a figure that is made up of more than one shape.
    B-ws composite figure
  8. O-a two dimensional figure that makes up a solid' sides and bases.
    O-ws face
  9. O-faces 6 edges 12 vertices 8
    O-rectangular prism
  10. G-1. Draw a net 2. Find all areas 3. add all areas
    G-Surface Area of Square Pyramid (steps)
  11. I-a flat surface of a solid figure by which the figure is measured or classified
    I-ws base (of a solid figure)
  12. G-a straight line formed by the intersection of a solid's faces
    G-ws edge
  13. I-a solid figure with a polygon shaped base and other faces that are all triangles and that meet at a common vertex.
    I-ws pyramids
  14. G-ws volume
    G-The amound an object can hold (space inside-filling). length x width x height = units cubic (V-lwh)
  15. G-has two identical bases.
    G-Prism
  16. B-Draw a net' write values for top bottom front back side side Will equal cm squared
    B-Surface Area of Rectangular Prism steps
  17. I-the amount of space it occupies. It's measures in units V= l X W X H
    I-Volume:
  18. N-Steps: 1. Write the formula 2. Substitute the values 3. Solve it.
    N-Volume :steps
  19. N-Free!
  20. O-one base are the lateral faces, are all triangles
    O-pyramid
  21. O-A point whre three or more edges of a solid figure meet. (a corner)
    O-ws vertex
  22. I- ws Area of the Bx height
    I-ws V =Bh
  23. G-The measure, in square units, of the outside of a solid figure. Note- It is the sum of the areas of all the faces or surfaces of the solid figure.
    G-ws surface area
  24. B-faces: flat surface
  25. N-faces 6 edges 10 vertices 6
    N-pentagonal pyramid (f.e.v)
  26. I-two dimensional representation of a solid figure.
    I-ws net
  27. B-a 3 dimensional figure that encloses space. (is not flat)
    B-solid
  28. B-Base Area =1/2 (perimeter X Slant Height
    B-formula for surface area of Triangular Pyramid
  29. N-figures that have the same size and shape.
    N-ws congruent figure
  30. I-edge: line segment where 2 faces interact