GSPk F(!  capmdt5BSlide the parameters a, b, c, and d. See what each does to the graph of y=a*sin(b*(x+c))+d. Michael Buescher, mbuescher@hb.edu%t| 0ʣ'E@T 'E@N@ X' T?'CC t C1cCQC $t`.B 61Di.7  ȟ CC #t N N 2CoordSysCCB@"t N 48 Ox'EեtDF'E0X'E!X0Q@X6CCDC(?"tIౄ N 58 Oy4TyDX0'EDF'E'EDF'ECCClBף?t}t m10C: Coordinate(Point C): tileD j  d( None&CompanyNameKey Cu  Xʣ'E@T 'E@N@ X' T?'CCt_d0?  D1&8 HLX/t (M2 H:.DQC  tp m11CCoCCoCCoCC ;o%oX: Coordinate(Point X):  td k @'X/\ \ 1cCQC:.DQC? tgp| m9:d} = 0.93pF ?pFUMLLmD: Coordinate(Point D): t?WPO x= ppppppppppppp x{l:X} = x =   t$?  aʣ'E@T 'E@N@ X' T?'CQC  t?  bʣ'E@T 'E@N@ X' T?'NdCQC  t>  cʣ'E@T 'E@N@ X' T?'CQC  t8?  dʣ'E@T 'E@N@ X' T?'CQC  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&fB c= ppppppppppppp x{l:c} = c =  t&cB b= p x{l:b} = b =  t&cB a= p x{l:a} = a =  t%bB d= p x{l:d} = d =  t$WlB m15ppppppppppppp #a{!:*}sin{(:b{!:*}{(:x + c}} + d = a*sin[b*(x + c)] + d =  8t'],bN( ;L'''(( (&(CaB 'tXd ?L'''(( (&(d DMS Sans SerifArial