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A cuboid.

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Q: Which three dimensional figure has 3 pairs of congruent rectangular faces?
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Related questions

Which three dimensional figure has three pairs of congruent rectangular faces?

cuboid


Which three-dimensional figure has 3 pairs of congruent rectangular faces?

A cuboid.


What is a figure that has two congruent faces?

Prisms are three dimensional figures that always have two congruent faces. The congruent faces are also parallel to one another.


What is a three-dimensional figure that has six congruent faces called?

It is a cube


Which three demensional figure has 3 pairs of congruent rectangular faces?

triangular pyramid


What three-dimensional figure has 6 faces?

it is either a cube or a rectangular prism


How many pairs of congruent faces does a rectangular prism have?

A rectangular prism has 3 pairs of congruent faces


What others three dimensional figure has the same vertices edges and faces same as a rectangular prism?

A rectangular dipyramid.


A solid figure in which all six faces are rectangles with three pairs of opposite faces that are parallel and congruent?

a rectangular prism


What figure has one rectangular face and two pairs of congruent triangle faces?

triangular prism


What are triangular prisms?

They are 3-dimensional objects comprising two congruent and parallel triangular faces and three rectangular faces joining the sides of the triangles.


How do you determine the base of a prism?

Look at the prism. If all faces are rectangular (or square) then so are the bases. Otherwise they are the two congruent parallel faces that are not rectangular. Look at the prism. If all faces are rectangular (or square) then so are the bases. Otherwise they are the two congruent parallel faces that are not rectangular. Look at the prism. If all faces are rectangular (or square) then so are the bases. Otherwise they are the two congruent parallel faces that are not rectangular. Look at the prism. If all faces are rectangular (or square) then so are the bases. Otherwise they are the two congruent parallel faces that are not rectangular.