1.19:
a: (-∞;1)\(\cap\) (0;+∞)=(0;1)
b: (-∞;1)\(\cap\) (-4;0)=(-4;0)
c: [-3;1]\(0;+∞)=[-3;0]
d: (0;+∞)\[-3;1]=(1;+∞)
e: (0;+∞)\(\cup\) [-3;1]=[-3;+∞)
f: (-4;0)\(\cap\) [-3;1]=[-3;0)
1.20:
a: (-∞;1/3)\(\cap\) (1/4;+∞)=(1/4;1/3)
b: [-3;0]\{-3;-1}=(-3;-1)\(\cup\) (-1;0]
c: (0;3)\(\cup\) [1;5)=(0;5)
d: ((-1;2)\(\cap\) (3;5))\(1;6]
=∅\(1;6]
=∅
e: \(C_{R}\) ((3;+∞)\(\cup\) (1;4))
=\(C_{R}\) (1;+∞)
=R\(1;+∞)
=(-∞;1]
f: \(C_{R}\) ((-∞;3)\(\cap\) (0;4))
=\(C_{R}\) (0;3)
=R\(0;3)
=(-∞;0]\(\cup\) [3;+∞)

