2
sin²68+cos²38+2sin68*cos38+sin²38+cos²68-2sin38*cos68=
=(sin²68+cos²68)+(sin²38+cos²38+2(sin68*cos38-cos68*sin38)=
=1+1*2sin(68-38)=2+2*sin30=2+2*1/2=2+1=3
3
sina=-√(1-cos²a)=-√(1-25/169)=-√(144/169)=-12/13
sin2a=2sina*cosa=2*(-5/13)*(-12/13)=120/169
cos2a=cos²a-sin²a=25/169-144/169=-119/169