{"id":752464,"date":"2025-01-09T10:52:36","date_gmt":"2025-01-09T05:22:36","guid":{"rendered":"https:\/\/infinitylearn.com\/surge\/?p=752464"},"modified":"2025-01-09T10:55:46","modified_gmt":"2025-01-09T05:25:46","slug":"class-11-maths-chapter-7-permutations-and-combinations-mcqs","status":"publish","type":"post","link":"https:\/\/infinitylearn.com\/surge\/mcqs\/class-11-maths\/permutations-and-combinations\/","title":{"rendered":"Class 11 Maths Chapter 7 Permutations and Combinations MCQs"},"content":{"rendered":"

MCQs for Class 11 Maths<\/a><\/strong> Chapter 7, Permutations and Combinations, are available online to help students prepare well for exams. These multiple-choice questions are based on the CBSE syllabus (2024-2025) and NCERT<\/a><\/strong> guidelines. Each question comes with detailed answers and explanations. Click here to find MCQs<\/a><\/strong> for all chapters of Class 11 Maths.<\/p>\n

MCQs on Class 11 Maths Chapter 7 – Permutations and Combinations<\/h2>\n
    \n
  1. How many ways can 4 objects be arranged in a row?<\/strong>
    \na) 24
    \nb) 12
    \nc) 16
    \nd) 32
    \nAnswer:<\/strong> a) 24<\/li>\n
  2. What is the value of 5! (5 factorial)?<\/strong>
    \na) 20
    \nb) 60
    \nc) 120
    \nd) 240
    \nAnswer:<\/strong> c) 120<\/li>\n
  3. The number of permutations of 4 objects taken 2 at a time is:<\/strong>
    \na) 12
    \nb) 16
    \nc) 8
    \nd) 20
    \nAnswer:<\/strong> d) 20<\/li>\n
  4. How many combinations are there when 5 objects are taken 3 at a time?<\/strong>
    \na) 10
    \nb) 15
    \nc) 20
    \nd) 25
    \nAnswer:<\/strong> b) 10<\/li>\n
  5. If n = 6 and r = 2, the number of permutations (P\u2086\u2082) is:<\/strong>
    \na) 12
    \nb) 20
    \nc) 30
    \nd) 30
    \nAnswer:<\/strong> c) 30<\/li>\n
  6. Which of the following is true for combinations?<\/strong>
    \na) Order matters
    \nb) Order doesn\u2019t matter
    \nc) Both a and b
    \nd) None of the above
    \nAnswer:<\/strong> b) Order doesn\u2019t matter<\/li>\n
  7. How many ways can the letters of the word “CAT” be arranged?<\/strong>
    \na) 6
    \nb) 12
    \nc) 24
    \nd) 3
    \nAnswer:<\/strong> a) 6<\/li>\n
  8. How many ways can 10 students sit in a row?<\/strong>
    \na) 10
    \nb) 10!
    \nc) 20
    \nd) 100
    \nAnswer:<\/strong> b) 10!<\/li>\n
  9. In how many ways can a team of 3 people be selected from a group of 6?<\/strong>
    \na) 15
    \nb) 20
    \nc) 30
    \nd) 120
    \nAnswer:<\/strong> a) 15<\/li>\n
  10. What is the value of C\u2084\u2082 (combinations of 4 taken 2 at a time)?<\/strong>
    \na) 4
    \nb) 6
    \nc) 8
    \nd) 10
    \nAnswer:<\/strong> b) 6<\/li>\n
  11. If a lock has 3 digits, how many possible arrangements can be made using the digits 1, 2, 3, and 4?<\/strong>
    \na) 12
    \nb) 24
    \nc) 48
    \nd) 64
    \nAnswer:<\/strong> b) 24<\/li>\n
  12. The number of ways to arrange the letters in “LEVEL” is:<\/strong>
    \na) 60
    \nb) 120
    \nc) 240
    \nd) 360
    \nAnswer:<\/strong> a) 60<\/li>\n
  13. How many ways can a group of 5 people sit around a circular table?<\/strong>
    \na) 24
    \nb) 60
    \nc) 120
    \nd) 24
    \nAnswer:<\/strong> b) 24<\/li>\n
  14. What is the number of subsets of a set with 3 elements?<\/strong>
    \na) 4
    \nb) 6
    \nc) 8
    \nd) 10
    \nAnswer:<\/strong> c) 8<\/li>\n
  15. In how many ways can 5 books be arranged on a shelf?<\/strong>
    \na) 120
    \nb) 60
    \nc) 30
    \nd) 15
    \nAnswer:<\/strong> a) 120<\/li>\n
  16. If 5 objects are taken all at a time, how many permutations are possible?<\/strong>
    \na) 5
    \nb) 120
    \nc) 60
    \nd) 24
    \nAnswer:<\/strong> b) 120<\/li>\n
  17. How many diagonals are there in a polygon with 6 sides?<\/strong>
    \na) 9
    \nb) 12
    \nc) 15
    \nd) 18
    \nAnswer:<\/strong> c) 15<\/li>\n
  18. If you have 7 different fruits, how many ways can you choose 3?<\/strong>
    \na) 21
    \nb) 35
    \nc) 42
    \nd) 49
    \nAnswer:<\/strong> b) 35<\/li>\n
  19. The number of permutations of n objects taken r at a time is given by:<\/strong>
    \na) n!\/(n \u2212 r)!
    \nb) n!\/r!(n \u2212 r)!
    \nc) r!\/n!
    \nd) None of the above
    \nAnswer:<\/strong> a) n!\/(n \u2212 r)!<\/li>\n
  20. How many ways can 4 people be arranged in 3 chairs?<\/strong>
    \na) 12
    \nb) 20
    \nc) 24
    \nd) 30
    \nAnswer:<\/strong> c) 24<\/li>\n<\/ol>\n

     <\/p>\n","protected":false},"excerpt":{"rendered":"

    MCQs for Class 11 Maths Chapter 7, Permutations and Combinations, are available online to help students prepare well for exams. 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