Posted by JC on Saturday, May 5, 2012 at 1:03pm.
L = 13 m.
W = 5 m.
h = 5 m.(Assumed).
Al = (W*h)*2 + (L*h)*2.
Al = (5*5)*2 + (13*5)*2 = 180 m^2. =
Lateral area.
As = (W*h)*2 + (L*h)*2 +(L*W)*2. =
Surface area.
Also: As = Al + (L*W)*2.
Related Questions
geometry - Use formulas to find the lateral area and surface area of the given ...
geometry - Can anyone help me to solve this, please? A right prism has a ...
math - thanks anyone! A right prism has a polygonal base with n sides. Each side...
Geometry - ABCA1B1C1 is a prism which has regular triangles in the bases. The ...
geometry - I have a question: My textbook says "The surface of a right ...
math - A right rectangle and a right triangle prism have the same height. If ...
math - a right rectangle and a right triangle prism have the same height. If the...
11th grade - ABCA1B1C1 is a prism which has regular triangles in the bases. The ...
geometry - the base of a right triangular prism has a width of 8 inches and a ...
geometry - a circular cylinder has a base with a radius of 7.5 cm. and a height ...
For Further Reading