PAKTURK Success is a ladder you cannot climb with your hands in your pockets 1
For more news and updates visit pakturkmaths.com
CLASS
XI
For any question mail us at info@pakturkmaths.com
Composed by Engin Baştürk FEDERAL BOARD
TYPE Objective Permutation, Combination and Probability No 4
Q1:  c
P A is equal to:
A)  P A B)   1P A  C)   1P A  D)  1 P A
Q2: If  1,2,3,4,5,6S  then probability of an event A
which denotes numbers less than 4 is:
A)  
1
3
P A  B)  
1
2
P A 
C)  
3
4
P A  D) None of these
Q3: The probability that a three digit number taken at
random is divisible by 5 is:
A) 1/4 B) 11/5 C) 3/4 D) 1/5
Q4: If three coins are tossed, then what is the number of
elements in the sample space?
A) 90 B) 6 C) 8 D) 10
Q5: How many distinct permutations of the letter ENGIN
are possible?
A) 24 B) 120 C) 100 D) 96
Q6: The number of comities of 7 persons formed from a
group of 10 persons is:
A)130 B) 720 C) 120 D) 900
Q7: A dice is thrown, then the probability to get a number
divisible by 2 is:
A) 2/3 B) 1/3 C) 1/2 D) 3/5
Q8: How many distinct words are possible of the letters in
the word “PULLY”?
A) 50 B) 60 C) 120 D) 0 730
Q9:
 
 
3 !
?
2 !
n
n



A)  2 !n  B)  3 !n  C) 3n  D) 1n 
Q10:   2 1 ?n n n  
A) !n B)  2 !n  C)
 
 
1 !
2 !
n
n


D)
 
 
2 !
1 !
n
n


PAKTURK Success is a ladder you cannot climb with your hands in your pockets 2
Q11:
 1
?
4.3.2.1
n n 

A) !n B)
 4! 2 !
!
n
n

C)
 
!
4! 2 !
n
n 
D)
 2 !
4! !
n
n

Q12: 10.9.8.7.6 ?
A) 10! 5! B) 10! 5! C)
10!
5!
D)
5!
10!
Q13:
8.7.6
?
3.2.1

A)
8!
3!5!
B)
5!3!
8!
C)
10!
2!8!
D) 10!
Q14:      3 . 2 . 1 ........3.2.1 ?n n n   
A) !n B)  1 !n 
C)  3 !n  D)  3 ! 3!n  
Q15: 5 persons can be seated at a round table in:
A) 25 ways B) 24 ways
C) 20 ways D) 120 ways
Answer Key
1 2 3 4 5 6 7 8 9 10
11 12 13 14 15 16 17 18 19 20

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Hssc i objective ch 7 no 4

  • 1. PAKTURK Success is a ladder you cannot climb with your hands in your pockets 1 For more news and updates visit pakturkmaths.com CLASS XI For any question mail us at info@pakturkmaths.com Composed by Engin Baştürk FEDERAL BOARD TYPE Objective Permutation, Combination and Probability No 4 Q1:  c P A is equal to: A)  P A B)   1P A  C)   1P A  D)  1 P A Q2: If  1,2,3,4,5,6S  then probability of an event A which denotes numbers less than 4 is: A)   1 3 P A  B)   1 2 P A  C)   3 4 P A  D) None of these Q3: The probability that a three digit number taken at random is divisible by 5 is: A) 1/4 B) 11/5 C) 3/4 D) 1/5 Q4: If three coins are tossed, then what is the number of elements in the sample space? A) 90 B) 6 C) 8 D) 10 Q5: How many distinct permutations of the letter ENGIN are possible? A) 24 B) 120 C) 100 D) 96 Q6: The number of comities of 7 persons formed from a group of 10 persons is: A)130 B) 720 C) 120 D) 900 Q7: A dice is thrown, then the probability to get a number divisible by 2 is: A) 2/3 B) 1/3 C) 1/2 D) 3/5 Q8: How many distinct words are possible of the letters in the word “PULLY”? A) 50 B) 60 C) 120 D) 0 730 Q9:     3 ! ? 2 ! n n    A)  2 !n  B)  3 !n  C) 3n  D) 1n  Q10:   2 1 ?n n n   A) !n B)  2 !n  C)     1 ! 2 ! n n   D)     2 ! 1 ! n n  
  • 2. PAKTURK Success is a ladder you cannot climb with your hands in your pockets 2 Q11:  1 ? 4.3.2.1 n n   A) !n B)  4! 2 ! ! n n  C)   ! 4! 2 ! n n  D)  2 ! 4! ! n n  Q12: 10.9.8.7.6 ? A) 10! 5! B) 10! 5! C) 10! 5! D) 5! 10! Q13: 8.7.6 ? 3.2.1  A) 8! 3!5! B) 5!3! 8! C) 10! 2!8! D) 10! Q14:      3 . 2 . 1 ........3.2.1 ?n n n    A) !n B)  1 !n  C)  3 !n  D)  3 ! 3!n   Q15: 5 persons can be seated at a round table in: A) 25 ways B) 24 ways C) 20 ways D) 120 ways Answer Key 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20