Let π = {π, π, π, π, π’, 3, 6, 9, 12}, π΄ = {π, π’, 3, 12}, π΅ = {π’, 9, 6, π}, πππ πΆ = {π’, 12, π, π}.
1. Find πΆ βͺ π΄
2. Find (πΆβ² β© π΅) βͺ πΆ
3. Find {(π΅β² βͺ π΄)β² β π΄ βͺ (π΅ β© π΅β²)}
"1:\\\\C\\cup A=\\left\\{ o,u,i,3,12 \\right\\} \\\\2:\\\\\\left( C'\\cap B \\right) \\cup C=\\left( C'\\cup C \\right) \\cap \\left( B\\cup C \\right) =B\\cup C=\\left\\{ u,a,i,o,6,9,12 \\right\\} \\\\3:\\\\\\left( B'\\cup A \\right) '-A\\cup \\left( B\\cap B' \\right) =\\left[ \\begin{array}{c}\tB\\cap B'=F\\\\\tA\\cup \\left( B\\cap B' \\right) =A\\cup F=A\\\\\\end{array} \\right] =\\\\=\\left( B'\\cup A \\right) '-A=B''\\cap A'\\cap A'=B\\cap A'=B-A=\\left\\{ a,9,6 \\right\\} \\\\\\left[ those\\,\\,of\\,\\,B\\,\\,which\\,\\,are\\,\\,not\\,\\,in\\,\\,A \\right]"
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