That depends on the value of "n". n2 (n squared) simply means "n" times "n".
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The fastest way to do this one is see that the exterior angle is 180-175.2=4.8° Since all exterior angles must add to 360° or a complete circle, take 360/4.8=75 A regular n-gon has a sum of interior angles equal to 180(n-2). An n-gon also has n angles. Therefore, from the problem statement, 180(n-2) = 175.2n, or n = 360/4.8 = 75.
A circle does not have any angles but can be thought of the limiting value of an n-gon as n goes to infinity, "How many angels a circle has" seems to be a variation of a long-standing philosophical question of "how many angels can stand on the head of a pin?" and this question does not yet have a definitive answer.
The distance is 2, along the x-value line x=3 i.e. (3, y).