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y1=2*sin(0.3*pi)/(1+sqrt(5)) y2=2*cos(0.3*pi)/(1+sqrt(5))

clear,t=pi;cem='[t/2,t*2,sin(t)]';y=eval(cem)

clear,t=pi;cem='[t/2,t*2,sin(t)]';y=eval(cem)

M=2 N=2 A: 0.0 1.0 1.0 0.0 B: 0.5 0.5 1.0 0.0 pi: 0.0 1.0

x=0:pi/30:2*pi; y1=sin(x); y2=sin(x+pi/2); plot(x,y1,'r:',x,y2,'m+') line([0 8],[0 0])

function a = AngleWrap(a) if(a>pi) a=a-2*pi; elseif(a

t=0:pi/50:2*pi; r=sin(t).*cos(t); polar(t,r,'-*');

x=linspace(0,2*pi,100); polar(x,3*(1+cos(x)),'-r')

syms a x;f=a*sin(x)+5; f1=subs(f,'sin(x)',sym('y')) % f2=subs(f,{a,x},{2,sym(pi/3)}) % f3=subs(f,{a,x},{2,pi/3}) % f4=subs(subs(f

y1=2*sin(0.3*pi)/(1+sqrt(5)) y2=2*cos(0.3*pi)/(1+sqrt(5))