<span>X²-56x+86=0
D=3136-344=2792</span>
2cos²6x ≤1,5;
cos²6x ≤3/4;
|cos6x| ≤1/2*√3
- 1/2*√3≤ cos6x ≤1/2*√3 .
a) π/6 ≤ 6x ≤ π -π/6 ;
π/6 ≤6x ≤5π/6 ;
2π*k +π/6 ≤6x ≤5π/6+ 2π*k ;
π/3*k +π/36 ≤ x≤ 5π/36 +π/3*k , k∈Z
b) π+π/6 ≤ 6x ≤ 2π -π/6 ;'
7π/6 ≤ 6x ≤ 11π/6 ;
2π*k + 7π/6 ≤ 6x ≤ 11π/6 + 2π*k ;
π/3*k + 7π/36 ≤ x ≤ 11π/36 + π/3*k ;
=================================x========
x ∈[ π/3*k +π/36 ; 5π/36 +π/3*k ] U [π/3*k + 7π/36 ;11π/36 + π/3*k ] k∈Z
А) 0,9- 0,5=0,4
б) -5 * 4- 7=-20-7=-27
в)9 * 9- 7,5=81 -7,5= 73, 5
г) √25+24= <span>√49=7</span>
Решение смотрите в вложении