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they have different degreeses because a different degrees is what make different types of shape

Q: Why do shapes have different degrees?

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Shapes can tessellate only if a number of them can meet at a point and cover 360 degrees without overlap. For regular shapes this requires that the angles of the shape are a factor of 360 degrees. For non-regular shapes it is necessary that the angles of the shapes can be grouped so that they sum to 360 degrees.

an acute angle is always less the 90 degrees. its different shapes depending on the number of degrees. example would be this symbol on a keyboard: <

It has 4 sides Its 4 interior angles add up to 360 degrees It can have different shapes.

The widths all average out the same ... 15 degrees of longitude per time zone. The shapes are drawn the way they are in order to avoid splitting cities and states into two different time zones.

You can work out the rotation of shapes by identifying the transformations and the rotations.Ê The measurements of the rotation of shapes are expressed in degrees.

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Shapes can tessellate only if a number of them can meet at a point and cover 360 degrees without overlap. For regular shapes this requires that the angles of the shape are a factor of 360 degrees. For non-regular shapes it is necessary that the angles of the shapes can be grouped so that they sum to 360 degrees.

an acute angle is always less the 90 degrees. its different shapes depending on the number of degrees. example would be this symbol on a keyboard: <

It has 4 sides Its 4 interior angles add up to 360 degrees It can have different shapes.

Isometric drawings and shapes are angled to 30 degrees.

The widths all average out the same ... 15 degrees of longitude per time zone. The shapes are drawn the way they are in order to avoid splitting cities and states into two different time zones.

Degrees are measuring units of shapes, such as circles.See link below.

You can work out the rotation of shapes by identifying the transformations and the rotations.Ê The measurements of the rotation of shapes are expressed in degrees.

Cells are different shapes and sizes because they have different functions. The functions dictate the shapes and sizes.

A square will have 4 sides that are all the same length, and 4 angles that are 90 degrees each. Other shapes will have 4 sides, but they may be of different lengths. Other shapes will have 4 equal sides, but not 4 angles of 90 degrees.

There are different formulae for different shapes.

If they are the same shapes but differ only in size, then they are SIMILAR shapes. Otherwise, they are simply different shapes.

Yes - even shapes with different area.