How many sides has a regular polygon each angle of measure 180 degree

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Solution

Given each angle of a regular polygon is $180^{\circ}$
This represent an angle of a straight line, So we can only have straight lined joined together on a straight line.
Hence no polygon can be formed with given measure.

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How many sides has a regular polygon each angle of measure 180 degree

Given each angle of a regular polygon is 180∘This represent an angle of a straight line, So we can only have straight lined joined together on a straight line.Hence no polygon can be formed with given measure.

Given each angle of a regular polygon is $180^{\circ}$
This represent an angle of a straight line, So we can only have straight lined joined together on a straight line.
Hence no polygon can be formed with given measure.