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Figure that has not the same length and not the same angles?

Updated: 10/17/2024

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Q: Figure that has not the same length and not the same angles?

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Related questions

What is a figure with 4 right angles and 2 sides of the same length?

It is a rectangle. Just picture it. 4 right angles and 2 sides that are the same length.

What figure has four right angles and all sides are not the same in length?

A rectangle.

Four-sided figure with two pairs of parallel sides the same length and four right angles?

A four-sided figure with two pairs of parallel sides the same length and four right angles is called a square.

What figure has 2 sets of parallel sides and 4 right angles and have the same length?

Square

I am a two dimensional figure you have two pairs of parallel sides none of your angles are right angles and all of your sides are the same length what are you?

square

What is a name for a 2 dimensional figure with 2 pairs of parallel sides and angles that have same measurements and sides are same length?

triangle

A figure with 6 sides?

Any figure with 6 sides is a Hexagon. If all sides of the figure are of the same length, and all interior angles are 120° then you have a regular hexagon.

Properties of a square?

Four sided figure. All sides are the same length. All angles are equal. Four right angles. Both diagonals are equal.

You are a 2- dimensional figure you have two pairs of parallel sides all your angles have the same measure all your sides are the same length?

triangle

What is a figure that has 2 sets of parallel sides and 4 right angles all the sides are the same length what are the 3 names for the figure?

A square, rectangle, or quadrilateral

What is a two dimensional figure with no right angles but has two pairs parellel sides and all the sides are the same length?

rhombus

What is a two dimensional figure with two pairs of parallel sides and none of your angles is a right angle and all of your sides are the same length?

rhombus (although the angles can technically be right angles as well)

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