1)ОДЗ 5-2x≥0⇒x≤2,5 U x+17≥0⇒x≥-17x∈[-17;2,5]2√(5-2x)=2√(x+17)5-2x=x+17x+2x=5-173x=-12x=-42)x²-2=(x²+8)/(x²+2)x^4-4-x²-8=0x^4-x^2-12=0x²=aa²-a-12=0a1+a2=1 U a1*a2=-12a1=-3⇒x²=-3 нет решенияa2=4⇒x²=4⇒x=+-23)2/(x-4)(x+3) +6/(x+1)(x+3)=1/(x+3)x≠4 x≠-3 x≠-12(x+1)+6(x-4)=(x+1)(x-4)x²-4x+x-4-2x-2-6x+24=0x²-11x+18=0x1+x2=11 U x1*x2=18x1=2 x2=9