Problem 1 Let A be the set f1, 3, 5, 7, 9} and let B be the set containing the p

Question

Problem 1 Let A be the set f1, 3, 5, 7, 9} and let B be the set containing the positive odd integers less than 10. A: AuB-AB B: AcB C: AuB-B D: A-B E: AB-A F: BCA G: AB-B H: AB- 0 Which of the following is/are true? (Select all that apply.) (Q1) Problem 2 Which of the following is/are always true? (Select all that are.) A: AcA B: If ACB and BCA then A C: If AcB then BCA B (Q2) D: If AB = A then AnB = A Which of the following is/are always true? (Select all that are.) A: A e A B: If AcB and AcBc then A C: If AcB then AccBc Which of the following is/are always true? (Select all that are.) A: lf AcB and BCA then A-() or B = 0 B. AnA = A C: If AcAc then A (Q4) D: If A = 0 then BCA

Explanation / Answer

A= 1,3,5,7,9

B is also essentially equal to 1,3,5,7,9

The true statements are

B C D E F G I

Please repost the second question individually

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