TWO.
2
A full angle measures 360 degrees, while a straight angle measures 180 degrees. Therefore, two straight angles fit into a full angle, as 360 degrees divided by 180 degrees equals 2.
The shape you are describing is a parallelogram. A parallelogram has four straight sides, with opposite sides that are equal in length and parallel. Additionally, it does not have any right angles, as its angles can vary while still satisfying the properties of parallelism and equal opposite sides. Common examples of parallelograms include rectangles, rhombuses, and squares, but specifically, a rhombus would fit the criteria of having no right angles.
A full turn rotation is equivalent to 360 degrees. Since a right angle measures 90 degrees, you can fit four right angles in a full turn rotation (360 degrees ÷ 90 degrees = 4). Therefore, there are four right angles in a full turn rotation.
No. The description could also fit a rhombus. The square has 4 right angles.
2
Infinite numbers of angles * * * * * Without overlapping, 2.
two, since a right angle is 90o & a straight line is 180o
A full angle measures 360 degrees, while a straight angle measures 180 degrees. Therefore, two straight angles fit into a full angle, as 360 degrees divided by 180 degrees equals 2.
A quadrilateral is the general term for a 4 sided polygon.parallelogram, which is not a rectangle, would fit this.Several trapezoids would fit this description, as well.A kite with no right angles, fit this as well.A rhombus can fit this description as well.
A rhombus would fit the given description.
I don't think any shape will fit this description. Do you mean 4 right angles?
A full turn rotation is equivalent to 360 degrees. Since a right angle measures 90 degrees, you can fit four right angles in a full turn rotation (360 degrees ÷ 90 degrees = 4). Therefore, there are four right angles in a full turn rotation.
A square or a rectangle would fit the given description if you mean 2 pairs of parallel sides and 4 right angles
A rhombus would fit the given description
42
No. The description could also fit a rhombus. The square has 4 right angles.