I7zG)=Odd +(I)   1Courier NewTimes New Romanxyx1Courier New1Courier NewTimes New RomanTimes New Romanxyx1Courier New1Courier New1Courier New1Courier NewX VX VX VX V?/ <```@@@?~~~~~ԱޱޱԱ޿޿ph (((Pdd {  d< p {2 9 ףp=@9 ףp=9 ףp=@____@&Ӯ???@@@@@@033333??@^ߛOw????:8Ic@?V@@?@ @@@??@?@?@@dddddddddddddddddddddddddddddddddddddddd 2??h!@$$$Nw!@???????Ri Oi h x Hh 0hl @ 0 -  ~ kim(t)&r = kim(t); 0.000000 <= t <= 6.2831850.000000000000;6.283185307180O0O2??@$$$$޸CTg}?/S^ڔԞ@????????$޸CTg}?/S^ڔԞ@t -  | j D;g 7 0 kim(theta(p))cos(theta(p))kim(theta(p))sin(theta(p))pi/4@(x,y) = (kim(theta(p))cos(theta(p)),kim(theta(p))sin(theta(p)))2??@$$$$޸CTg}?/S^ڔԞ@??????J @SP?$8g xf 0( Xf X j pwk Ю @ , 00kim(theta(p))*cos(theta(p))kim(theta(p))*sin(theta(p))Gseg (0,0) to (kim(theta(p))*cos(theta(p)),kim(theta(p))*sin(theta(p)))2??@$$$9/S^ڔԞ@$޸CTg}?Hg[@??????J @SP? lk k , L l H Tŝ [ ܈ h kim(theta(p))*cos(theta(p))kim(theta(p))*sin(theta(p))[kim(theta(p))*cos(theta(p))+.2*w*(kimp(theta(p))cos(theta(p))-kim(theta(p))*sin(theta(p)))[kim(theta(p))*sin(theta(p))+.2*w*(kimp(theta(p))sin(theta(p))+kim(theta(p))*cos(theta(p)))seg (kim(theta(p))*cos(theta(p)),kim(theta(p))*sin(theta(p))) to (kim(theta(p))*cos(theta(p))+.2*w*(kimp(theta(p))cos(theta(p))-kim(theta(p))*sin(theta(p))),kim(theta(p))*sin(theta(p))+.2*w*(kimp(theta(p))sin(theta(p))+kim(theta(p))*cos(theta(p))))2??@$$$coKse$޸CTg}?/S^ڔԞ@??????J @SP?_m m  lm dm | 0Ͻ 0  ײ X l kim(theta(p))*cos(theta(p))kim(theta(p))*sin(theta(p))qkim(theta(p))*cos(theta(p))+.05*w^2*((kipp(theta(p))-kim(theta(p)))cos(theta(p))-2*kimp(theta(p))*sin(theta(p)))qkim(theta(p))*sin(theta(p))+.05*w^2*((kipp(theta(p))-kim(theta(p)))sin(theta(p))+2*kimp(theta(p))*cos(theta(p)))seg (kim(theta(p))*cos(theta(p)),kim(theta(p))*sin(theta(p))) to (kim(theta(p))*cos(theta(p))+.05*w^2*((kipp(theta(p))-kim(theta(p)))cos(theta(p))-2*kimp(theta(p))*sin(theta(p))),kim(theta(p))*sin(theta(p))+.05*w^2*((kipp(theta(p))-kim(theta(p)))sin(thetaxyzx?JXT@H3C?@@@@@@@@@@@@@@@@@@@@@@@@@@@@RW$RW$RW$3COS(2X)@@@@@@@@@@@@@@@@@@@@@@@@@KIMz -6SIN(2X)م ̣ KIMP({ W*X~ THETA<| -12COS(2X)KIPPThe Green vector is the Position Vectorta(p))+.05*w*kimp(th T/̇\g 󱮌@" B+Times New Romanݜ The Red vector is the Acceleration VectorU8? T/̇, o/@F81" Times New Romanޜ Motion with Constant Angular Velocity = w (Animate on w)an`GB+ :ׅ@$z@H&Ă@Times New Romandߜ Time = p (Animate on p)ular Velocity = w (Animate on w)Oshd쬧@J))j@Ɖf@Times New Roman Use Equa/User Functions to change curve (KIM) and its deriv qĹf T/̇@蛣o@* `m@Times New Roman The Purple vector is the Velocity VectorKIM) and its deriv! d(kim(theta(p))*cos(theta(p)),kim(theta(p))*s qGZ@YCc}TFP@1Courier New segment (kim(theta(p))*cos(theta(p)),kim(theta(p))*sin(thetaqGZ@YCc}JdQ4@1Courier New l segment (kim(theta(p))*cos(theta(p)),kim(theta(p))*sin(thetaqGZ@Bxs|"K@1Courier New @@@h!@