6
There are no lines of symmetry in a 3d figure.The right question is how planes of symmetry are there in a pentagonal pyramid.Then the correct answer is 5 planes of symmetry.
there are two plane symmetry on triangular prism.
The answer is 13- for more detail:
3D shapes don't have lines of symmetry they have plane's of symmetry.
A pentagonal prism has 5 faces, each of which can be rotated to align with the original position. Since there are 5 possible positions where the prism looks the same after a rotation, it has 5 axes of rotational symmetry. Each axis passes through the center of a face and is perpendicular to that face.
A pentagonal prism has 5 planes of symmetry. This is because it can be divided into 5 identical sections by planes passing through the center of the prism and perpendicular to its bases. Each of these planes divides the prism into two equal halves that are mirror images of each other.
There are no lines of symmetry in a 3d figure.The right question is how planes of symmetry are there in a pentagonal pyramid.Then the correct answer is 5 planes of symmetry.
A pentagonal prism has 5 vertical axes of symmetry that pass through the center of each of the pentagonal bases and the midpoint of the opposite base edges. Additionally, it has 1 horizontal axis of symmetry that runs through the midpoints of the two pentagonal bases. Therefore, a pentagonal prism has a total of 6 axes of symmetry.
There are no lines of symmetry in a 3d figure.The right question is how planes of symmetry are there in a pentagonal pyramid.Then the correct answer is 5 planes of symmetry.
5
This depends on the type of prism. If the shapes on the ends are pentagons, the prism has 6 planes of symmetry. If they are hexagons, it has 13 planes of symmetry. It has the same number of planes of symmetry as the shapes on the end have lines of symmetry, plus 1.
there are two plane symmetry on triangular prism.
A pentagonal pyramid has five planes of symmetry. Each plane of symmetry passes through the apex of the pyramid and divides the pyramid into two equal halves. These planes of symmetry can be visualized as slicing the pyramid vertically or diagonally in different orientations to create mirror images.
The answer is 13- for more detail:
2
3
Three.