I9Odd   1Courier NewSymbolew Roman1Courier New1Courier NewTimes New RomanTimes New Roman1Courier New1Courier New1Courier New1Courier New8OD8OD8OD8OD{ d< Kp ˆ@ Td@ &̬@?RPo ̼?X??@@@@@@033333??@^ߛOw?̌???{zL5:@LZZ@@?@ @@@?@@2??h!@h!@???????lmnopqr٥lDlۥk/2*(t-sin(t))1-k/2*(1-cos(t))E(x,y) = (k/2*(t-sin(t)),1-k/2*(1-cos(t))); 0.000000 <= t <= 6.283185PP2??@$$$@???????? ϥХѥҥӥ ԥ$ե4r0pi/4(x,y) = (r,0)PP2??h!@o˖@???????stuvxyz촩ѩษtm/2*(t-sin(t))1-m/2*(1-cos(t))F(x,y) = (m/2*(t-sin(t)),1-m/2*(1-cos(t))); 0.000000 <= t <= 18.849556 <= t <= 12.566371xyzJXT@̌@Q?@@@@@@@@@@@@@@@@@@@@@@@@@@@@n Ln Ln Lr =a/LePNPxPMP \& @#;+( @7˒bQTimes New Roman{k 2alpha/L-arccos(1-2/t))+sqrt(t-1),t); 1.000000 <= t <= ]á)52UJ?-Dj/@Times New Roman||r as a Function of K<֩YA(4(,ePVCڜz@)N-Vh@2UJ? ZZ@Times New Roman4}X = a/Lunction of Kгl@0F@HM:$F&>ПTimes New Roman}Cycloid with Theta Max in the Interval ( 3pi, 4pi )7Y]?ro</@J??Times New Roman~Cycloid with Theta Max in the Interval ( 0, 2pi ))Z6a ?bn@~3RYBޱTimes New Roman\Y = y/Lwith Theta Max in the Interval ( 0, 2pi )OS> 5GΧi{?0m7#)?Times New Romanr > 3/2*pi he Interval ( 0, 2pi )NO %@ɀ5@@Q #??Times New Roman(x,y) = (k/2*(t-sin(t)),1-k/2*(1-cos(t))); 0.000000 <= t <= ;Kd*h!@]KwCW@(x,y) = (r,0);Kdaۦ@©JS)kcN@<(x,y) = (m/2*(t-sin(t)),1-m/2*(1-cos(t))); 0.000000 <= t <= ;Kdaۦ@©JSo2@@