I722D=Odd +(I)   1Courier NewSymbolExtendedBxyx1Courier New1Courier NewTimes New RomanTimes New Romanxyx1Courier New1Courier New1Courier New1Courier NewXhVXhVXhVXhV?/ <```@@@?~~~~~ԱޱޱԱ޿޿ph (((Pdd {  d< p {2 9 ףp=@9 ףp=9 ףp=@x'mx'm@???@@@@@@033333??@^ߛOw????tXIc@`HV@@?@ @@@O?wC~UwC~?@?@?@@dddddddddddddddddddddddddddddddddddddddd 2??h!@$$$Nw!@??????? L ;LNkim(t)&r = kim(t); 0.000000 <= t <= 6.2831850.000000000000;6.283185307180O0O2??@$$$Z\ؿ;?~A????????Z\ؿ;?~AT>X?\@Њԋ،܍g5\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??@$$$~AZ\ؿ;???????B? $(, 0!J 00kim(theta(p))*cos(theta(p))kim(theta(p))*sin(theta(p))Gseg (0,0) to (kim(theta(p))*cos(theta(p)),kim(theta(p))*sin(theta(p)))2??@$$$Z\ؿ;?~AM£@0MPdkim(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??@$$$\ӒL?~AZ\ؿ;?Ϊ W??????B?4"8#<$@%D&H'L(8pǽ`̽kim(theta(p))*cos(theta(p))kim(theta(p))*sin(theta(p))qkim(theta(p))*cos(theta(p))+.05*w^2*((kipp(theta(p))-kim(theta(p)))cos(theta(p))-2*kimp(theta(p))*sin(theta(p)))qkim(theta(p))*sin(theta(p))+.05*w^2*((kipp(theta(p))-kim(theta(p)))sin(theta(p))+2*kimp(theta(p))*cos(theta(p)))seg (kim(theta(p))*cos(theta(p)),kim(theta(p))*sin(theta(p))) to (kim(theta(p))*cos(theta(p))+.05*w^2*((kipp(theta(p))-kim(theta(p)))cos(theta(p))-2*kimp(theta(p))*sin(theta(p))),kim(theta(p))*sin(theta(p))+.05*w^2*((kipp(theta(p))-kim(theta(p)))sin(thetaxyzJXT@nʅ?@@@@@@@@@@@@@@@@@3333333@@@@@@@@@@@ ( ( (3@@@@@@@@@@@@@@@@@@@@@@@@@KIMH0 > f߹ڝ ˽ nmÞ?~-f?pe؊rA7ߊ|?~-f?L"U 0?~-f?pe؊r2p?~-f?pe؊r4xK+?~-f?^0zN?~-f?pe؊r?UE0ۨܢ?~-f?pe؊r?Wz ռ?~-f?LKIMP?$\W*X> pe؊r?V?~-f?~-f?u=V8V?~-f?L"U ?yn㚭~-f?X}9da?M 8~-f?ne؊r?j x~-f?r3܀?O Ѡc~-f?~-f?%#Ŏ~-f?z~?N{ ~-f?L"U THETAUNp0 > 6@4&'y~-f?X}9da@=|u~-f?*b,@`d ~-f?oe؊r@GM/~-f?녳C@Ψ>6 R~-f?r3܀@5YtL"U ?r3܀#*WU @L"U ?녳Cci@L"U ?oe؊rlKKIPP@L"The Green vector is the Position Vectorta(p))+.05*w*kimp(th :߂@aG@Xl .o2NO1Times New Roman*The Red vector is the Acceleration VectorU8? :߂J#@JRcuTimes New Roman*Motion with Constant Angular Velocity = w (Animate on w)anD] \;@yv@Ps/@Times New Romanx+Time = p (Animate on p)ular Velocity = w (Animate on w)Opl!ɰƾ@F$]@z3ʳ@Times New Roman0,Use Equa/User Functions to change curve (KIM) and its deriv(х@ `{:%>@0g@Times New Roman,The Purple vector is the Velocity VectorKIM) and its deriviIaXnHS@$J^7!ذTimes New Romanr = kim(t); 0.000000000000 <= t <= 6.283185307180qGZ@YCc}J݉@1Courier New X.(x,y) = (kim(theta(p))cos(theta(p)),kim(theta(p))sin(theta(p qGZ@YCc}wEF[0@1Courier New /segment (0,0)-->(kim(theta(p))*cos(theta(p)),kim(theta(p))*s qGZ@YCc}X@1Courier New /segment (kim(theta(p))*cos(theta(p)),kim(theta(p))*sin(thetaqGZ@YCc}3kOh@1Courier New 0segment (kim(theta(p))*cos(theta(p)),kim(theta(p))*sin(thetaqGZ@Bxs