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11th Class - Math | Chapter: Mathematical Reasoning MCQs

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(A) and
(B) or
(C) >
(D) <
(A) A natural number is not greater than zero
(B) It is false that a natural number is greater than zero
(C) It is false that a natural number is not greater than zero
(D) None of these
(A) x is a real number
(B) Switch of the fan
(C) 6 is a natural number
(D) Let me go
(A) If a triangle is not equilateral, it is not isosceles
(B) If a triangle is equilateral, it is not isosceles
(C) If a triangle is not equilateral, it is isosceles
(D) If a triangle is equilateral, it is isosceles
(A) I will go tomorrow
(B) She will come today
(C) 3 is a prime number
(D) Tomorrow is Friday
(A) if ~p then q
(B) if p then ~q
(C) if q then p
(D) if ~q then ~p
(A) The product of (-1) and 8 is 8
(B) All complex number are real number
(C) Today is windy day
(D) All of the above
(A) p is true and q is false
(B) p is true and q is true
(C) p is false and q is true
(D) All of the above
(A) Ram and Shyam are friends
(B) Both Ram and Shyam are friends
(C) Both Ram and Shyam are enemies
(D) None of these
(A) Sun is a star
(B) I am a very strong boy
(C) There is something wrong in the room
(D) 7 is both odd and prime number.
(A) x is a real number
(B) Switch of the fan
(C) 6 is a natural number
(D) Let me go
(A) 8 is less than 6.
(B) Every set is finite set.
(C) The sun is a star.
(D) Mathematics is fun.
(A) A prime number is either even or odd
(B) √3 is irrational number.
(C) 24 is a multiple of 2, 4 and 8
(D) Everyone in India speaks Hindi.
(A) p is true and q is false
(B) p is false and q is false
(C) p is false and q is true
(D) all of the above
(A) p ⇒ q
(B) q ⇒ p
(C) ~p ⇒ q
(D) ~q ⇒ p
(A) It is false that the product of 3 and 4 is 9
(B) The product of 3 and 4 is 12
(C) The product of 3 and 4 is not 12
(D) It is false that the product of 3 and 4 is not 9
(A) Statements
(B) Not statements
(C) may or may not be statements
(D) None of these
(A) if a number is not divisible by 5, then it is not divisible by 10
(B) if a number is divisible by 5, then it is not divisible by 10
(C) if a number is not divisible by 5, then it is divisible by 10
(D) if a number is divisible by 5, then it is divisible by 10
(A) q is sufficient for p
(B) p is necessary for q
(C) p only if q
(D) if q then p

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