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Created with Fabric.js 1.4.5 SHAPES! Parrallelogram1.) BOTH pairs of opposite sides are //2.) BOTH pairs opposite sides are congruent3.) BOTH pairs of opposite angles are congruent4.) ALL pairs of consecutive angles are supplementary5.) Its diagonals bisect each otherProving any Quad is a //gram4.) If even ONE SET of opposite sides are congruent and //Square both a rhombus and a rectangleParallelograms:1) Both sets of opp. sides are //2) Both sets of opp. sides are congruent3) Both sets of opp. angles are congruent4) Consecutive angles are supplementary5) Diagonals Bisect each otherRectangles:6) All 4 interior angles are 90 degrees7) Diagonals are congruentRhombuses:8) all 4 sides are congruent9) Diagonals are perp.10) Each diagonal bisects both pairs of opposite anglesParallelogram: two sets of // sidesRectangle: //gram with 4 right angles1) Both sets of opp. sides are //2) Both sets of opp. sides are congruent3) Both sets of opp. angles are congruent4) Consecutive angles are supplementary5) Diagonals Bisect each other6) All 4 interior angles are 90 degrees7) Diagonals are congruentParallelogram: two sets of // sidesRhombi (Diamond): a //gram with 4 congruent sides1) Both sets of opp. sides are parallel2) Both sets of opp. sides are congruent3) Both sets of opp. angles are congruent4) Consecutive angles are supplementary5) Diagonals Bisect each other6) All 4 sides are congruent7) Diagonals are perp.8) Each Diagonal bisects both pairs of opp. anglesKite: a quad with 2 distinct pairs of congruent, consecutive sides1) 2 pairs of consecutive, congruent sides2)only ONE pair of opposite angles are congruent (between 2 noncongruent sides)3) Diagonals are perp4) exactly ONE diagonal bisects the otherTrapezoid: A quad with exactly ONE pair of parallel sides1) exactly one pair of // sidesIsosceles Trapezoid: a trapezoid with congruent legs1) Only ONE pair of opposite sides are //2) Legs are congruent (non-parallel sides)3) Both pairs of base angles are congruent4) Diagonals are congruentIf even just one pair of base angles are congruent it is an isoceles triangle Alyssa SlavenBlock: 3 ParallelogramSquareRectangle TrapezoidIsosceles Trapezoid Kite Rhombus Triangle: A=1/2bhRectangle: A=bhParallelogram: A=bhRhombus: A=1/2ddKite: A=1/2ddTrapezoid: A=1/2(b+b)h(d = diagonals)
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