[m] \sqrt{8} - \sqrt{32} \sin^{2} \frac{11\pi}{8} [/m]
√32=2√8 √8–√32sin2(11π/8)=√8·(1–2sin2(11π/8))= =√8·cos2·(11π/8)=√8·cos(11π/4)= =√8· cos((12π–π)/4)=√8·cos(3π–(π/4))= =√8·(–cos(π/4))=√8·(–√2/2)=–4√2