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[null,"The Secant Parabola Method"]
[null,null,"   for Root Finding"]
[]
[null,"        This graphing utility applies the "]
[null,null,"  Secant Parabola Method"]
[null,"              to locate the real roots"]
[null,null,"   of any desired function"]
[{"$nulls":3},"y = f(x)"]
[null,"   on any interval from x = a  to x = b."]
[]
["  Enter the function in terms of x:   f(x) =",{"$nulls":4},"exp(x)-x^2"]
[]
[]
["Now enter the interval for x:  "]
[null,null,"xMin =",-1,{"$nulls":5},"The graph of the function y =",null,null,{"$f":"F11","v":"exp(x)-x^2"}]
[null,null,"xMax =",0]
[{"$nulls":9},"The initial approximation is x = ",null,null,{"$f":"Sheet2!$G$3","v":{"v":-0.5,"d":"-0.50000000"}},"y =",{"$f":"Sheet2!$H$3","v":0.3484805754270412}]
[]
["Click each item below for suggestions and investigations",{"$nulls":8},"The 2nd approximation is x = ",null,null,{"$f":"Sheet2!$I$3","v":{"v":-0.6962812264473913,"d":"-0.69628123"}},"y =",{"$f":"Sheet2!$J$3","v":0.006585303791410035}]
[null,null,"   Item 1"]
[null,null,"   Item 2",{"$nulls":6},"The 3rd approximation is x = ",null,null,{"$f":"Sheet2!$K$3","v":{"v":-0.6703158918463007,"d":"-0.67031589"}},"y =",{"$f":"Sheet2!$L$3","v":0.05353142060754967}]
[null,null,"   Item 3"]
[{"$nulls":9},"The 4th approximation is x = ",null,null,{"$f":"Sheet2!$M$3","v":{"v":-0.6742295703659521,"d":"-0.67422957"}},"y =",{"$f":"Sheet2!$N$3","v":0.05353142060754967}]
[]
[{"$nulls":9},"The 5th approximation is x = ",null,null,{"$f":"Sheet2!$O$3","v":{"v":-0.6705271695051521,"d":"-0.67052717"}},"y =",{"$f":"Sheet2!$P$3","v":0.05353142060754967}]
["To access/download all the DIGMath Apps for Calculus"]
["   Click this link:",null,"DIGMath for Calculus"]
[]
["Created by:  Sheldon P. Gordon   "]
["                      Farmingdale State College    "]
["Development of this module was supported by the "]
["NSF's Division of Undergraduate Education  "]
["under grants DUE-0310123 and DUE-0442160."]

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