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welcome to Amin academy.com in discrete mathematics let us discuss about a membership table for distributive property in sets look at this table here the sets a B C are given and its operations are given like B Union C a intersection B Union C and a intersection B intersection C a intersection B Union a intersection C now let us fill this table now suppose an element in a we can represent one element in B one element in C represent as one now B Union C is an element in B Union C keep it one now a intersection b union c already b union c is an element and a also having element so at how an element a intersection b also have an element a intersection C also have an element and a intersection B Union a intersection C have also an element next one a have element we have element and C's not having an element zero here now b union c b is having an element C's not element so b union c is an element a intersection b union c already b union c have element and a I have element so this also have...