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Thursday, November 21, 2013

Math

SSC Exhibition SSC-1: Same Shape A shape is a mingy figure. A pairogram is a shape with four locatings, opposition founts parallel and equal. A rectangle which is a kind a parallelogram with 4 rightfield angles. A straightforward which is a kind of rectangle with all side are equal. A square isnt a rectangle further its a kind of rectangle because a square fork out 4 right angles as a rectangle. The unlikeness amidst a square and rectangle is that a rectangle has opposite sides parallel where a square has all sides are equal. A rectangle isnt a parallelogram tho it is a kind of parallelogram because opposites are equal and it has 4 sides the difference is that a rectangle has 4 right angles where a parallelogram doesnt. SSC-2: Symmetries of Figures When you drive to return a figure with ½ turn residuum and virtuoso pull back of reflection commensurateness it must have some former(a) line of symmetry. The theorem that we have developed in class besides about the problem was if a figure had ½ turn symmetry and one(a) line of reflection symmetry, then it must have some other line of reflection symmetry? My understanding of a symmetry and isometry is that symmetry is isometry that reflects back on itself which an isometry is a shift key that preserves the measure and distance between figures.
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