Parabola Portfolio

INVESTIGATION: STEP 1 Given Parabola: y=x^2-6x+11 see lines: y= 2x y=x Points of crossover X1= 1.764 X3= 4.62 X2= 2.382 X4= 6.236 SL=X2-X1= 0.618 SR= X4- X3= 1.616 D= Abs(SL-SR) Abs(-0.998)=1 STEP 2 1.Y=x^2-6x+11 meet Lines: Y=x Y=2x A=1 X1=1.764 X3= 4.62 X2=2.382 X4=6.236 SL= X2- X1=0.618 SR= X4- X3=1.616 D= Abs(SL-SR) =Abs(-0.998) =1 2. .Y=2x^2-6x+4 run across lines: y=x y=2x A=2 Points of ford X1 =0.586 X3=4.62 X2=0.72 X4=3.414 SL=X2- X1=0.134 SR= X4-X3=0.633 D= Abs(SL-SR) =Abs(-0.499) = 0.5 3 . Y=0.5x^2-6x+16 run into lines Y=x Y=2x A=0.5 Points of Intersectoin X1=2.343 X3= 11.12 X2= 2.877 X4= 13.657 SL=X2-X1=0.534 SR=X4-X3=2.537 D=Abs(SL-SR) D= Abs(-2.003) D=2 4. Y= 0.25x2-2x+8 intersectant lines Y=x Y=2x A=0.25 Points of intersection X1=2.343 X3=8 X2=4 X4=13.657 SL=X2-X1=1.657 SR=X4-X3=5.657 D= Abs(SL-SR) D=Abs(-4) D=4 Hence Conjecture: D= 1a remit OF RESULTS y=ax2+bx+c| Line! 1| Line2| A| D| 1. Y=x^2-6x+11| Y=x| Y=2x| 1| 1| 2. Y=2x^2-6x+4| Y=x| Y=2x| 2| 0.5| 3.Y=0.5x^2-6x+16| Y=x| Y=2x| 0.5| 2| 4. Y= 0.25x2-2x+8| Y=x| Y=2x| 0.25| 4| conjecture: D=1a TESTS FOR daring 1. Y=3x2-6x+2 Intersecting Lines Y=...If you want to go a full essay, order it on our website: OrderCustomPaper.com

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