An interior angle of a regular polygon had a measire of 180 what type of polygon is it

Regular polygon with interior angle as is not possible.

Solution:

Need to find the type of regular polygon whose internal angle is

Consider AB be the first side of the regular polygon and BC be the second side. Since required interior angle = , so ∠ABC = that means ABC is a straight line.

Now let say CD be the third side of regular polygon of interior angle . So ∠BCD =, which means point ABCD are on same line .So we can say whenever we try to make a regular polygon of interior angle . we get straight line only.

So closed curve is never possible with interior angle

Hence regular polygon with interior angle as is not possible.

ian gone lie this got me confused

step-by-step explanation:

ghjmutmum

step-by-step explanation: