Найдем отдельные части
sin(11pi/4) = sin(2pi+3pi/4) = sin(3pi/4) = √2/2
cos(13pi/4) = cos(2pi+5pi/4) = cos(5pi/4) = -√2/2
sin(-2,5*pi)= -sin(5pi/2) = -sin(2pi+pi/2) = -sin(pi/2) = -1
cos(-25pi/3) = cos(25pi/3) = cos(8pi+pi/3) = cos(pi/3) = 1/2
Подставляем
(√2/2 - (-√2/2))*(-1):(1/2) = -(√2/2 + √2/2)*2 = -2√2