Volume: Prism: V= lwh or Bh Cylinder: V= π r 2 h or Bh Pyramid: V= ⅓ Bh Cone: V= ⅓ Bh or ⅓ π r 2 h Sphere: 4/3 π r 3 B means area of the base. Basic Geometry Formulas A = Area SA = Surface Area V = Volume P = Perimeter B = area of base b = base h = height Name: - PowerPoint PPT Presentation
Slide 1
Volume:Prism: V=lwh or BhCylinder: V= r2h or BhPyramid:
V=BhCone: V= Bh or r2h Sphere: 4/3 r3
B means area of the base
Basic Geometry FormulasA = AreaSA = Surface AreaV = VolumeP =
PerimeterB = area of baseb = baseh = height
Name:
______________ParallelogramA=bhP=sum of lengths of all sides
TriangleA=1/2bhP=sum of lengths of all sidesCircle
A=r2C= dr=radiusd=diameterC=circumferenceSurface Area
Cylinder: 2 r2 + 2 rhCone: r2 + rlSphere: 4 r2
TrapezoidA=1/2(b1 + b2)hP=sum of lengths of all sidesSurface
area
Prisms and Pyramids:
Find the area of each surface and add them together
TOP ROWTriple-click on the phrase and begin typing your
information.
DO NOT press the delete key!TOP ROWInsert Clip Art for each page
in the top row.BOTTOM ROWInsert Clip Art for each page in the
bottom row.Rotate each picture so that it is upside down.BOTTOM
ROWTriple-click on the phrase and begin typing your
information.
DO NOT press the delete key!
Rotate each textbox so that they are upside down.
![Ch 12.4 V = Bh = [(12)(5)]/2 × (4) = 120 Find the volume of each prism. V = Bh = π(5 2 ) × (10) = 250π V = Bh = π(6 2 ) × (9) = 324π V = Bh = (7.3)(6.2)](https://img.pdfslide.tips/doc/110x75/56649ec75503460f94bd433c/ch-124-v-bh-1252-4-120-find-the-volume-of-each-prism-v.jpg)
