Quantitative Reasoning Set Theory Online Test 1 MCQs Online Questions Answers
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Quantitative Reasoning Set Theory Online Test 1

Test Name Quantitative Reasoning Set Theory Online Test 1
Subject Aptitude
Test Type MCQs
Total Question 12
Total Marks 24
Total Time 15 Mints
Test Help For
  • GRE Quantitative Comparison
  • Analytical Reasoning prep.
  • Verbal Reasoning Test prep.
  • Engineering tests Preparation.
  • CAT, MCAT and GATE test prep
  • MBA and XAT Test Preparation.

Get the knowledge of Sets and know how to solve them by attempting multiple choice questions of Q-R Set Theory Test. Solve all the questions for the preparation of all the math tests about this topic, entrance tests and other tests.

Quantitative Reasoning Set Theory Online Test 1

Aptitude

1. mark reviewThe set having only one subset is?

Question 1 of 12

2. mark reviewIf A and B are two sets, then A ∩ (A U B)' equals, where stands for the complement of a set,

Question 2 of 12

3. mark reviewWhich of the following is empty set?

Question 3 of 12

4. mark reviewThe set of all natural numbers 'x' such that 4x+9<30 is equal to

Question 4 of 12

5. mark reviewThe set of all integers 'x' such that |x-3| <2 is equal to

Question 5 of 12

6. mark reviewWhen a set contains k elements then power set of this set contains

Question 6 of 12

7. mark reviewOf the members of three athletic teams in a certain school, 21 are on the basketball team, 26 on the hockey team and 29 on the basketball team, 14 play hockey and basketball, 15 play hockey and football, 12 play football and basketball and 8 play all the three games. Then the total number of members in the team is?

Question 7 of 12

8. mark reviewIf A ∩ B=φ, then A U B' is?

 

Question 8 of 12

9. mark reviewIf n(A) =4 and n(B)=7, then the minimum and maximum values of n(A U B) are respectively

Question 9 of 12

10. mark reviewIf (y-2, x+1) = (x-1,2), then values of x and y are?

Question 10 of 12

Uncategorized

11. mark reviewWhich of the following is an empty set?

 

Question 11 of 12

12. mark reviewIf A ∩ B=B, then

Question 12 of 12


 

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