Sides AB and EF of regular hexagon ABCDEF are extended to meet at point P. What is the degree measure of angle P?
When sides line AB and line EF are extended, they form a straight line, which is a 180 degree angle. So, angle P is equal to 180 degrees - 120 degrees, which simplifies to 60 degrees. Therefore, the degree measure of angle P is 60 degrees. I don't whether this is right though.
When sides line AB and line EF are extended, they form a straight line, which is a 180 degree angle. So, angle P is equal to 180 degrees - 120 degrees, which simplifies to 60 degrees. Therefore, the degree measure of angle P is 60 degrees. I don't whether this is right though.