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studing for the geometry finals

Quiz yourself by thinking what should be in each of the black spaces below before clicking on it to display the answer.
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Question
Answer
reflections x-axis   (x,y)->(x,-y) [1,0 0,-1]  
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reflections y-axis   (x,y)->(-x,y) [-1,0 0,1]  
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reflections y=x   (x,y)->(y,x) [0,1 1,0]  
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reflections y=-x   (x,y)->(-y,-x) [0,-1 -1,0]  
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Rotations (about origin) 90 CW   (x,y)->(y,-x) [0,1 -1,0]  
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Rotations (about origin) 270 CC   (x,y)->(y,-x) [0,-1 -1,0]  
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Rotations (about origin) 180 CW or CC (same)   (x,y)->(-x,-y) [-1,0 0,-1]  
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Rotations (about the origin) 270 CW   (x,y)->(-y,x)[0,-1 1,0]  
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Rotations (about the origin) 90 CC   (x,y)->(-y,x) [0,-1 1,0]  
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sum of interior angles of a regular polygon   (n-2)180  
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Each interior angle of a reg polygon   (n-2)/n(180)  
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sum of the exterior angles   360  
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each exterior angles of a regular polygon   360/n  
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Pythagorean Theorem   a^2+b^2=c^2  
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Pythagorean Theorem:acute   a^2+b^2>c^2  
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Pythagorean Theorem:obtuse   a^2+b^2  
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Area of a square   s^2  
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Area of a rectangle   lw  
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Area of a triangle   (1/2)bh  
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Area of a Rhombus   (1/2)(d1+d2)  
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Area of a Trapezoid   (1/2)h(b1+b2)  
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area of a regular polygon   (1/2)ap  
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Area of a Circle   (pi)r^2  
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circumference of a circle   (pi)d  
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Arc Length of a circle   2(pi)r(x/360)  
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Area of a sector in a circle   (x/360)(pi)r^2  
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Standard Form of the Equations of a circle   (x-h)^2+(y-k)^2=r^2  
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Surface (total) area of a Sphere   4(pi)r^2  
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Volume of a Sphere   (4/3)(pi)r^3  
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Sine   SOH  
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cosine   CAH  
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Tangent   TOA  
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Converse   If Q, then P  
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Inverse   If not P,then not Q  
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Contrapositive   If not Q,then not P  
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Biconditional   P,if and only if,Q  
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Statement   If P,then Q  
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Signs:Inverse   ~P-~Q  
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Signs:Converse   Q-P  
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signs:Biconditional   P<->Q  
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signs:Contrapositive   ~Q-~P  
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Alternate angles are   congruent  
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Consecutive angles are   supplementary  
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corresponding angles are   congruent  
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exterior angles are   congruent  
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sum of complementary angles are   90 degrees  
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sum of supplementary angles are   180 degrees  
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ways triangles are congruent   SSS,SAS,ASA,AAS,HL  
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ways triangles are similiar   SSS,ASA,AA  
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Measure of a central angle   measure of intercepted arc  
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measure of inscribed angled   (1/2)measure of intercepted arc  
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measure of angled formed by 2 chords inside a circle   (1/2)sum of intercepted arcs  
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measure of angles formed secants and/or tangents outside a circle   (1/2)difference of intercepted arc  
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ratio of the perimeters   x:4  
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ratio of the areas   x^2:y^2  
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ratio of the volumes   x^3:y^3  
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distance formula   (sq.rtof:(x2-x1)^2+(y2-y1)^2)  
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slopes of parallel lines   same  
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slopes of perpendicular lines   recipricals  
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slope intercept form   y=mx+b  
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point slope form   y-y1=m(x-x1)  
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