cosna=cos[(n-1)a+a]
=cos(n-1)acosa-sin(n-1)acsina
cos(n-1)acosa-cosna
=cos(n-1)acosa-{cos(n-1)acosa-sin(n-1)acsina}
=sin(n-1)acsina
sin(A+66)=sin(A+24)
sin(A+66)-sin(A+24)=0
2cos(A+45)sin21=0,(sin21≠0)
cos(A+45)=0
cosAcos45-sinAsin45=0[sin45=cos45=1/2^(1/2)]
cosA=sinA
tanA=1