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Permutation and Combination problems,Permutation and Combination, Aptitude solved questions
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You are currently reading
PERMUTATION AND COMBINATION SOLVED PROBLEMS 1
similar content
Permutation Combination part-1
Permutation Combination part-2
Permutation Combination part-3
Permutation Combination part-4
Permutation Combination part-5
Q1 . In how many ways can the words of Alternate be arranged?
1. 9!
2. 8!
3. 9!/2!
4. 9!/(2!x2!)
Check Answer
Correct Answer is
9!/(2!x2!)
SOLUTION
Alternate is a 9 letter word
so there are 9! Ways of arranging it
But a and e are repeated twice
so total ways 9!
(2!x2!)
Q2 . How many 4 digit numbers can be formed from 0,1,2,3,4,5,6?
1. 120
2. 180
3. 90
4. 240
Check Answer
Correct Answer is
180
SOLUTION
Total digits are 7
the first digit cannot be 0
so number of numbers formed
6x6x5 four digit numbers = 180
Q3 . In how many ways can a class of 10 students be seated around a circular table?
1. 8!
2. 7!
3. 9!
4. 120
Check Answer
Correct Answer is
9!
SOLUTION
A circular arrangement of n objects is (n-1)!
for 10 students
(10-1)=9!
Q4 . In how many ways can a king of hearts be picked?
1. 52
2. 52!
3. 52C2
4. 51
Check Answer
Correct Answer is
52
SOLUTION
We are going to select one unique card from 52
the answer is 52C1 =52
Q5 . how many 4 digits numbers multiplies of 5 or 10 can be formed from 0-9?
1. 900
2. 480
3. 952
4. 999
Check Answer
Correct Answer is
952
SOLUTION
For a number to be multipe of 5, it should end with 0 or 5
number ending with 0(last number is 0) 9x8x7
number ending with last number 5 is 8x8x7 because 0 cannot take first digit
9x8x7+8x8x7
504+448=952
You are Currently reading
permutation and Combination solved problems part -1
For more Permutation and Combination aptitude problems
Permutation and Combination solved problems part -1
Permutation and Combination solved problems part -2
Permutation and Combination solved problems part -3
Permutation and Combination solved problems part -4
Permutation and Combination solved problems part -5
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