Study guides

Q: What is the formula for a tiangular pyramid?

Write your answer...

Submit

Related questions

I believe it has 5 edges?

The tiangular prism, but now known as the pyramid has 4 edges and 6 faces also 4 vertices. Hope it was what you were looking for. If not just press the thumbs down. It is somewhere down. So bye.

The derivation of the formula of pyramid can be gained easily based on the formula for a triangular prism. A pyramid is like two prisms joined together.

The answer depends on the what characteristic of the pyramid you want the formula for: its surface area, its volume or something else.

The formula for finding the volume for a triangular pyramid is half base x height x length. A triangular pyramid has four faces.

1 and 36 (and then 1225).

xyz2

first you find the area of the base and then you find the area one side of the pyramid an you time it with 3 if it is a triangular pyramid or 4 if it is a square pyramid

base*width*height

heron

from a pyramid

The volume of a regular pyramid is 1/3*area of the base*hight

== V== 1BH == ----

A "formula" is some mathematical rule for calculating something you wish to know. So "the formula of the rectangle-base pyramid" will be some expression which tells you something that you want to know about it. Beyond that there is no way anyone can tell you, since you do not say what feature of the pyramid you are thinking about (height, volume, surface area, weight...).

(Base height x base width x pyramid height) divided by 2

The formula for a square pyramid is one square attached to four triangles which meet at a point.There are other formulae for the surface area or for the volume.

V = (1/3)a2h

it stands for sides

lenght x width

The answer is 25,000,000 yards. The formula for volume for a regular right pyramid is (1/3)bxbxh.

Volume of a pyramid = 1/3*base area*height

The formula to find the area of an octagonal pyramid is area of base plus area of sides.

The formula for a pyramid. The volume of a pyramid is (1/3)(B)(h). The volume of a cone is essentially the same: (1/3)(B=πr2)(h)

1/3 base x height

V = (1/3)a2h