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∙ 6y agoParallelogram
Brady White
The answer will depend on where the distance to the polygon is being measured from.
It means drawing a circle around a polygon in such that each vertex of the polygon is on the circumference of the circle.
An equiangular polygon. NOT a regular polygon which requires that all the sides are also of the same length.
If it's a regular polygon, it's making a good stab at being a circle!
It depends on whether they are being arranged in a line or a circular pattern. In a line: 15*14*13 = 2730 ways. In a circular pattern : ABC, BCA and CAB will be the same pattern, only rotated. So the answer is 15*14*13/3 = 910 ways.
The answer will depend on where the distance to the polygon is being measured from.
It means drawing a circle around a polygon in such that each vertex of the polygon is on the circumference of the circle.
If its a regular polygon with each interior angle being 179 degrees then the polygon will have 360 sides.
An equiangular polygon. NOT a regular polygon which requires that all the sides are also of the same length.
The only capital letters which produce the same letter after being rotated 270 degrees are the letters 'O' and 'X'
A = (1/2)Pa A being the area, P being the perimeter of the regular polygon, and the apothem length being a.
If it's a regular polygon, it's making a good stab at being a circle!
A polygon is a closed plane area that is bounded by only straight sides. A nonagon has 9 sides. Being a polygon, it must also have 9 vertices.
No, a parallelogram does not have rotational symmetry because it cannot be rotated onto itself. Rotational symmetry requires an object to look the same after being rotated by a certain angle.
It depends on whether they are being arranged in a line or a circular pattern. In a line: 15*14*13 = 2730 ways. In a circular pattern : ABC, BCA and CAB will be the same pattern, only rotated. So the answer is 15*14*13/3 = 910 ways.
A polygon whose sides are unequal is called an irregular polygon. It may then be further described as being concave or convex.
No, a vector is not necessarily changed just by being rotated through an angle. The magnitude and direction of the vector may remain the same even after rotation.