describe the two dimensional figure that results from slicing right rectangular pyramids perpendicular to the base through the Apex
The volume of the rectangular pyramid can be found using the formula:
V = (1/3)Bh
where B is the area of the rectangular base, and h is the height of the pyramid.
The area of the rectangular base is:
A = lw = (4 cm) × (9 cm) = 36 cm²
Substituting the given values, we have:
V = (1/3)(36 cm²)(21 cm)
V = 252 cm³
Therefore, the volume of the piece of cheese is 252 cubic centimeters.
Answer: 252 cm³.
The volume of a rectangular prism is given by the formula:
V_prism = lwh
We know that the volume of the rectangular prism is 27 inches cubed, so:
27 = lwh
The rectangular pyramid has the same base and height as the rectangular prism, so its volume is one third of the volume of the prism:
V_pyramid = (1/3
When a right rectangular pyramid is sliced perpendicular to the base through the apex, the resulting two-dimensional shape is a triangle. The triangle is isosceles, with two equal sides that are perpendicular to the base of the pyramid. The third side is the line formed by the intersection of the pyramid and the plane of the cut. The angle between the two equal sides depends on the angle between the edges of the pyramid and the base.
Describe the two-dimensional figure that results from slicing right rectangular pyramids perpendicular from the side.(1 point)
Responses
hexagon
hexagon
triangle
triangle
square
square
trapezoid
trapezoid
What is the two-dimensional shape created by slicing a rectangular pyramid from the side?
(1 point)
Responses
trapezoid
trapezoid
triangle
triangle
square
square
rectangle
trapezoid
After you break apart a rectangular pyramid, what two-dimensional shapes appear in the net?(1 point)
Responses
square and triangle
square and triangle
triangles
triangles
rectangle and triangles
rectangle and triangles
rectangles
rectangles
rectangles and triangles
What is the slant height in a rectangular or square pyramid?(1 point)
Responses
the height of the pyramid from the apex straight down to the middle of the base of the pyramid
the height of the pyramid from the apex straight down to the middle of the base of the pyramid
the distance across the triangular face
the distance across the triangular face
the height from the apex straight down to the base of the triangular face where it forms a right angle
the height from the apex straight down to the base of the triangular face where it forms a right angle
an edge of a triangular face