If X is set of letters needed to spell "MISSISSIPPI" and Y is set of letters needed to spell "SIP". Then
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Given : X is set of letters needed to spell "MISSISSIPPI" and Y is set of letters needed to spell "SIP".
To Find : X ∩ Y , X ∪ Y , X - Y , Y - X
Solution:
X is set of letters needed to spell "MISSISSIPPI"
=> X = { M , S , I , P }
Y is set of letters needed to spell "SIP".
=> Y = { S , I , P }
X ∩ Y = { S , I , P } = Y
X ∪ Y = { M , S , I , P } = X
X - Y = { M }
Y - X = { } = Ф
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