klijos


 * kljo624 Chapter9Link

7.1 Surface Area and Volume** S=surface area, V=volume, l=length, w=width, h=height, x=length+width+height __**Surface Area and Volume**__ S=2lw+2wh+2lh V=lwh S=6x^2 V=x^3
 * __Surface Area of a Cube:__ http://www.analyzethat.net/math/thumbnails/math187.jpg**

surface area=S, lateral area=L, base area=B, perimeter=p, height=h S=L+2b or S=hp+2B //Example: This right prism has a lateral area of 250 and a base area of 16.75. S=250+2(16.75)=283.5 units^2//
 * 7.2 Surface Area and Volume of Prisms**
 * __Surface Area of a Right Prism:__ http://www.gomath.com/htdocs/images/prism.gif**

V=lwh __**Volume of a Prism:**__ volume=V, height=h, base area=B V=Bh //example: rectangular prism has h=12, l=7, w=10 V=70(12)=840//
 * __Volume of Right Prisms:__**
 * __Cavalieri's Principle:__ http://www.reference.com/search?r=13&q=Cavalieri%27s%20principle**

Pyramid-** polyhedron consisting of a polygonal base, and 3 or more lateral faces. __**Surface Area of a Pyramid:**__ S=surface area, L=lateral area, B=base area, p=perimeter of the base, l=slant height S=L+B or S=1/2lp+B V=volume, h=height, B=base area V=1/3Bh //Example: This pyramid has a height of 16 and a base area of 64. V=1/3(64)16=341.33333 units^2//
 * 7.3 Surface Area and Volume of Pyramids
 * __Volume of a Pyramid:__ http://www.mathsisfun.com/geometry/images/pyramid-volume-area.jpg**

Cylinder- a solid consisting of a circular region and it's translated image on a parallel plane.** __**Surface Area of a Right Cylinder:**__ S=surface area, L=lateral area, B=base area, r=radius, h=height S=L+2B or S=2**pie**rh+2**pie**r^2 V=volume, r=radius, h=height, B=base area V=Bh or V=**pie**r^2h //Example: This cylinder has a base area of 60 and a height of 18. V=(60)18=1080 units^2//
 * 7.4 Surface Area and Volume of Cylinders
 * __Volume of Cylinders:__**

Cone-3 dimensional figure consisting of a base and curved lateral faces which curve to a single point at the top.** __**Surface Area of a Right Cone:**__ S=surface area, L=lateral area, B=base area, r=radius, l=slant height S=L+B or S=**pie**rl+**pie**r^2 //Example: This right cone has a radius of 9 and a lateral area of 137. S=**pie**(9)137+**pie**9^2= 4128.1 units^2// V=volume, r=radius, h=height, B=base area V=1/3Bh or V=1/3**pie**r^2h
 * 7.5 Surface Area and Volume of Cones
 * __Volume of a Cone:__**

V=volume, r=radius V=4/3**pie**r^3 S=surface area, r=radius S=4**pie**r^2
 * 7.6 Surface Area and Volume of Spheres**
 * __Volume of a Sphere:__**
 * __Surface Area of a Sphere:__**