2√2+√50-√98=2√2+√25*2-√49*2=2√2+5√2-7√2=7√2-7√2=0
1a) Sin(-45°) * tgП/3 + Cos(- 45°) * ctgП/6 = - 1/√2 * √3 + 1/√2 * √3 =
= - √3/√2 + √3/√2 = 0
б) (Cos540° - Sin840°) / (ctg5П/2 - tg(-9П/4)) = (Cos180° - Sin120°)/ (ctgП/2 +
+ tgП/4) = (- 1 - √3/2)/(0 + 1) = - (1 + √3/2)
2) (tg²a - Sin²a) * ( 1/Sin²a - 1) = tg²a * 1/Sin²a - tg²a - Sin²a * 1/Sin²a =
= 1/Cos²a - tg²a - 1 = (1 - Sin²a - Cos²a)/ Cos²a = [1 - (Sin²a + Cos²a)]/Cos²a=
= 0/Cos²a = 0
1)x<1
x+2(1-x)-4=5x-2
x+2-2x-4-5x+2=0
-6x=0
x=0
2)x≥1
x+2(x-1)-4=5x-2
x+2x-2-4-5x+2=0
-2x=4
x=-2 не удов усл
Ответ х=0
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