EASY
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_____ refers to the seriousness of a problem's effects.

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Important Questions on Sets, Relations and Functions

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If nA=3, nB=6 and AB, then the number of elements in AB is equal to
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A survey shows that 73% of the persons working in an office like coffee, whereas 65% like tea. If x denotes the percentage of them, who like both coffee and tea, then x cannot be:
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In a class of 175 students the following data shows the number of students opting one or more subjects. Mathematics 100, Physics 70, Chemistry 40, Mathematics and Physics 30, Mathematics and Chemistry 28, Physics and Chemistry 23, Mathematics, physics and Chemistry 18. The number of students who have opted Mathematics alone is
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If A={x|xN,x is a prime number less than 12} and B={x|xNx is factor of 10}, then AB=
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If A and B are disjoint sets, then BA', where A' is complement of A, is equal to
MEDIUM
A survey shows that 63% of the people in a city read newspaper A whereas 76% read news paper B. If  x% of the people read both the newspapers, then a possible value of x can be:
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If n(P)=8, n(Q)=10 and n(R)=5 ('n' denotes cardinality) for three disjoint sets P, Q, R, then n(PUQUR)=
HARD
In an examination 51% students fail in English and 45% fail in Maths. If 21%students fail in both the subjects, then 169 students pass the examination. What is the total number of students taking the exam?
 
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In a group of boys, 25 play volleyball, 20 play badminton and 10 boys play cricket. Five boys play all the three games. 8 boys play atleast two of the three games. How many of them play only one game? 
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If a set A has 4 elements, then the total number of proper subsets of set A, is
MEDIUM
If X=4n-3n-1:nN  and Y=9n-1:nN, then XY=
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In an examination, 53% of the candidates failed in science and 48% failed in mathematics. If 40% failed in both subjects, what percentage passed in both subjects ?
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If A=x/x10, xN and B=x/x10, xW, then AB=?

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In an examination, 54% of the candidates passed in science and 42% failed in mathematics. If 32% failed in both subjects, what percentage passed in both subjects ?
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If * is a binary operation such that a * b=a2+b2, then 3*5 is
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If ab=a2+b2+ab+2 on Z, then 43=_____
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Two finite sets have m and n elements. The number of subsets of the first set is 112 more than that of the second. The values of m and n are respectively
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Let A={ 1,2,3,4,5,6,7,8,9,10 }. Then the number of subsets of A containing two or three elements is
MEDIUM
If someone tries to obstruct your work time again and again, you will _____.