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This document contains a question bank for multiple-choice questions (MCQs). The questions cover various mathematical topics, suitable for secondary school level.

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Multiple Choice Questions Q1- Q2-- Q3-- Q4-- Q5-- Q6-- Q7-- Q8 Q9-- Q10-- Q11- Q12-- Q13-- Q14-- Q15 A) 2,6 B)300, 150 C) 10 ,50 D)25,6 Q16-- Q17-- Q18-- Q19-- Q20 Q21-- Q22-- Q23-- Q24-- Q25-- Q26-- Q27 Q28-- Q29-- Q30-- Q31-- Q32— Q33-- Q34-- Q46 Q36--...

Multiple Choice Questions Q1- Q2-- Q3-- Q4-- Q5-- Q6-- Q7-- Q8 Q9-- Q10-- Q11- Q12-- Q13-- Q14-- Q15 A) 2,6 B)300, 150 C) 10 ,50 D)25,6 Q16-- Q17-- Q18-- Q19-- Q20 Q21-- Q22-- Q23-- Q24-- Q25-- Q26-- Q27 Q28-- Q29-- Q30-- Q31-- Q32— Q33-- Q34-- Q46 Q36-- Q37-- Q38-- Q39-- Q40-- Q46 Q41-- Q42-- Q43-- Q44-- Q46 Q45-- Q46-- Q47-- Q48— Q49— Q50-- Q51— Q52- Q46 Q53— Q54— Q55— Q55—. 5 × 11 × 13 + 7 is a (a) prime number (b) composite number (c) odd number (d) none Q56— Which of these numbers always ends with the digit 6. (a) 4n (b) 2n (c) 6n (d) 8n Q57— For a, b (a ≠ b) positive rational numbers (√a + √b) (√a - √b) is a (a) Rational number (b) irrational number (c) 0 (d) (√a - √b)2 Q58— If p is a positive rational number which is not a perfect square, then -3 p is (a) Integer (b) rational number (c) irrational number (d) none of the above. Q-59--All decimal numbers are– (a) rational numbers (b) irrational numbers (c) real numbers (d) integers Q-60 In Euclid Division Lemma, when a = bq + r, where a, b are positive integers which one is correct. (a) 0 < r ≤ b (b) 0 ≤ r < b (c) 0 < r < b (d) 0 ≤ r ≤ b Q-61Which of the following numbers is irrational number (a) 3.131131113... (b) 4.46363636... (c) 2.35 (d) b and c both Q46 Q-62 HCF is always (a) multiple of L.C.M. (b) Factor of L.C.M. (c) divisible by L.C.M. (d) a and c both Q-63 The product of two consecutive natural numbers is always. (a) an even number (b) an odd number (c) a prime number (d) none of these Q-64 Which of the following is an irrational number between 0 and 1 (a) 0.11011011... (b) 0.90990999... (c) 1.010110111... (d) 0. 303030.. Q-65 pn = (a × 5) n. For pn to end with the digit zero a = for natural no. n (a) any natural number (b) even number (c) odd number (d) none.

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