In polygons, the largest possible number of perpendicular sides occurs in a right-angled polygon, specifically in a rectangle or square. However, if we consider a more complex arrangement, a polygon can have multiple right angles, such as in an orthogonal polygon. For a general n-sided polygon, the maximum number of perpendicular sides can theoretically reach n if each internal angle is 90 degrees, but practical constraints limit this. Thus, in a simple orthogonal shape with many right angles, the maximum is typically half the number of sides, rounded down, particularly in shapes like a grid.
8
A concave hexagon can have 6 perpendicular sides if you count the external angle of one. The angles would be 90, 90, 90, 90, 90, 270
The largest possible number for a remainder is 1 less than the number of the divisor, so it is 5.
No.
infinity
infinite
8
A concave hexagon can have 6 perpendicular sides if you count the external angle of one. The angles would be 90, 90, 90, 90, 90, 270
The largest number possible is infinity
Regular polygons whose number of sides are not even will not have any parallel sides, e.g. triangle, pentagon, heptagon.Irregular polygons of any number of sides may have no parallel sides (e.g. an irregular quadrilateral, known in the US as a trapezium).
the largest odd number is 9
14. The largest possible number for a remainder is 1 less than the divisor.
The largest possible number for a remainder is 1 less than the number of the divisor, so it is 5.
The largest possible remainder when dividing by any number N is N-1.
not possible .99999999999999999999999999
infinity
No.