Cos²a=1:(1+tg²a)=1:(1+4)=1/5
cosa=1/√5
sina=√(1-cos²a)=√(1-1/5)=2/√5
cos2a=cos²a-sin²a=1/5-4/5=-3/5
sin2a=2sinacosa=2*1/√5*2/√5=4/5
tg2a=sin2a/cos2a=-2/3
(2+3)/(6+8)-(13-2)/(-6-12)=5/14+11/18=(45+77)/126=122/126=61/63
(x⁻¹ - 2Cos0,5x) ' = (x⁻¹)' - 2(Cos0,5x)' = - x⁻² + 2Sin0,5x * (0,5x)' =
= x⁻² + 2Sin0,5x * 0,5 = x⁻² + Sin0,5x