A translation which leaves the x-coordinate unchanged and subtracts a constant value from the y co-ordinate.
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∙ 8y agoA general pentagon may have no symmetries at all. A regular pentagon has five symmetry axes - each one connecting a vertex with the middle of the edge opposite this vertex. A regular pentagon also has rotational symmetry - if you rotate it by any multiple of 72 degrees clockwise or anti-clockwise you get a regular pentagon as well. Please also see the related link below.
A regular pentagon has 5 equal endless and no equal sides. However if you draw a pentagon like simple house with a square below and a trainable on top for the roof, then you get one pair of parallel sides (the walls) but it will always have 5 angles.
Yes, my attempt at text art, below, is a 5-sided polygon (pentagon) with 3 right angles. _ | \ |_|
An irregular pentagon as shown below. ./\ /. \ | .| |_|
7 are there. 5 floors above ground and 2 floors below ground.
A regular pentagon has 5 equal sides. See the link below for an image.
A general pentagon may have no symmetries at all. A regular pentagon has five symmetry axes - each one connecting a vertex with the middle of the edge opposite this vertex. A regular pentagon also has rotational symmetry - if you rotate it by any multiple of 72 degrees clockwise or anti-clockwise you get a regular pentagon as well. Please also see the related link below.
Apothem length: 4.82 35.35 square units APEX
A regular pentagon has 5 equal endless and no equal sides. However if you draw a pentagon like simple house with a square below and a trainable on top for the roof, then you get one pair of parallel sides (the walls) but it will always have 5 angles.
A regular pentagon is convex, where all its interior angles are less than 180 degrees. However, an irregular pentagon can be concave if at least one of its interior angles is greater than 180 degrees.
transformation
The pentagon has 5 stories above ground and 2 basements below ground.
An underlined M is a concave pentagon. M (See link below)
The area (A) formula of a regular pentagon of side length (a) is: A = [a2x(25+10x51/2)1/2]/4 See the why in the development of such formula in the weblink below.
The Pentagon consists of 5 floors above ground and 2 floors below ground.
It depends on the nuclear transformation type. Refer to question below for information.
Yes, my attempt at text art, below, is a 5-sided polygon (pentagon) with 3 right angles. _ | \ |_|