formula: Sqrt(l^2 + w^2 + h^2) = d^2
ex: l=2, w=3, h=4
Sqrt(2^2 + 3^2 + 4^2) = d^2
Sqrt(4 + 9 + 16) = d^2
Sqrt(29) = d^2
5.39 = d
It is a rectangle.
Select any vertex.There are three faces that meet at that vertex. Find the vertex at which the other three faces meet. The line joining these two vertices is the principal diagonal of the rectangular prism.
Draw a straight line segment connecting two opposite corners of one of the rectangular faces (a diagonal).
Divide the shapes, so you're left with a triangular prism, and a rectangular prism. Calculate the slope of the triangle as per usual.
Rectangular prism = 6Triangular prism = 5 Triangular pyramid = 4 Rectangular prism: it is still 6 Rectangular pyramid = 5.
rectangle
It is a rectangle.
considering you gave no additional information, it is impossible to know
Select any vertex.There are three faces that meet at that vertex. Find the vertex at which the other three faces meet. The line joining these two vertices is the principal diagonal of the rectangular prism.
Draw a straight line segment connecting two opposite corners of one of the rectangular faces (a diagonal).
Divide the shapes, so you're left with a triangular prism, and a rectangular prism. Calculate the slope of the triangle as per usual.
Rectangular prism = 6Triangular prism = 5 Triangular pyramid = 4 Rectangular prism: it is still 6 Rectangular pyramid = 5.
Surface area = 2ab + 2bc + 2ac
Formula: S = 2B + L
length x width x height
a triangular prism is different from a rectangular prism because: their names are different a triangular prism has a triangle for its' base a rectangular prism has a rectangle base a triangular prism has less sides than a rectangular prism a rectangular prism has more sides than a triangular prism
a rectangular prism