GSPk2 F(!capmdt40" Yd~t v~t-Written by Michael Buescher mbuescher@hb.edu%t| 0ʣ'E@T 'E@N@ X' T?'CC t C1cCQC th"  {F k Instructions:?tZ mF@ Change the parameters by sliding points a, b, c, and d. Trace along the function by sliding point X along the x-axis. To graph a new function, 1. Choose Measure | Calculate 2. Click on the parameters and the x-value to create the function. 3. Select first the x-value, then the value you calculated 4. Choose Graph | Plot as (x, y) 5. Trace your new point [Display meny] or construct the locus as x moves along the axis [Construct menu]$t`.B 61Di.7  ȟ CC t  Show InstructionsE* ¢1%*@ X' 袀?' ht  Hide InstructionsEz ¢1%z@ X' 袀?' #t N N 2CoordSysCCB@"t N 4Ox'EեtDF'E0X'E!X0Q@X6CCDC(? "tIౄ N 5Oy4TyDX0'EDF'E'EDF'ECCClBף? t}t m10C: Coordinate(Point C):  tileD j  d( None&CompanyNameKey Cu  cʣ'E@T 'E@N@ X' T?'CQC tU"?  dʣ'E@T 'E@N@ X' T?'CQC t{'(K m18p x + 1 = x + 1 = tr$ m1@Xp    c: Coordinate(Point c):  t%o: m2p         b: Coordinate(Point b):  t;oP m3a: Coordinate(Point a):  tQof m4d: Coordinate(Point d):  t m Animate A &@ @ X' B@?'Ut&fK c= ppppppppppppp x{l:c} = c =  t&cK b= p x{l:b} = b =  t&cK a= p x{l:a} = a =  t%bK d= p x{l:d} = d =  tDuX@K m16ppppppppppppp a{!:*}sin{(:x} = a*sin[x] = 8!tY}mK m17ppppppppppppp a{!:*}cos{(:x} = a*cos[x] = 7!t} ;M'X'UtR8Press>*FileDescriptioC&B # t.(K m19ppppppppppppp *{(:a{!:*}sin{(:x}} + {(:a{!:*}cos{(:x}} = (a*sin[x]) + (a*cos[x]) = #$t/4oves  ;Oraph | Plot as (x, y) 5. Trae your new point [Display meny] or conC0C $ 'tp  ?M'X'UtR8Press>*FileDescriptio%  #%t ;NMC-C & 'tp   ?Oraph | Plot as (x, y) 5. Trae your new point [Display meny] or con'  $' t|:E nK*Ds<DOHc _ 8OHmROHC&BCC?%t\ Hide Area &@ @ X' B@?' O5+t\r Show Arear @ X' B@?' Y+t\\q  Hide f'(x) &@ @ X' B@?' tv&*t\G\  Show f'(x) &@ @ X' B@?' 0&*tJ( mK'UXH|X`'UC&BMC-C?)%t[. Show TangentFD(D  JRv1 Conl)0t[/E Hide Tangent &@ @ X' B@?' C)0DArialpY' KMS Sans Serif D0BCKD