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      Home > Quizzes and Fun Tests > GMAT Practice Tests > GMAT Practice Test - Math revision- Permutation

 
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 GMAT Practice Test - Math revision- Permutation

Welcome to the QuizMoz GMAT Practice Test - Math revision- Permutation. QuizMoz offers one of the Internet's largest collection of quizzes for you to tease your brain and pit your wits against the experienced QuizMoz quiz masters. Go ahead and find out what you know about yourself and the world around you. Best of luck!!

 GMAT Practice Test - Math revision- Permutation Facts
 Average Score for this quiz: 57.5%
 No of times this quiz has been taken: 6
 No of people passing this quiz: 2
 No of people failing this quiz: 4
 Maximum score for this quiz: 92%

Coverage
:
The GMAT Practice Test - Math - Permutation has been designed to test the important concepts related to permutation and combination. The test covers important topics like evaluating factorial of a number, calculating the number of words formed by using certain letters, finding the number of ways people can be seated in a circle, grouping and rearranging consonents and vowels etc.
 GMAT Practice Test - Math revision- Permutation Discussion Forum
1. Evaluate the following:
76!/75!
a.220
b.76
c.404
d.622
e.25
2. How many words can be formed by using all letters of the word, 'BOMBAY'?
a.360
b.400
c.450
d.125
e.720
3. In how many different ways can the letters of the word, 'PETER' be arranged?
a.20
b.10
c.50
d.40
e.60
4. In how many different ways can the letters of the word, 'VISUAL' be arranged so that, the vowels may occupy only the odd position?
a.36
b.26
c.86
d.24
e.61
5. In how many different ways can the letters of the word, 'FOLDER' be arranged so that, the vowels always come together?
a.240
b.100
c.120
d.160
e.162
6. In how many different ways can the letters of the word, 'SOFTWARE' be arranged so that, the vowels always come together?
a.1020
b.4000
c.1172
d.4320
e.3262
7. In how many different ways can the letters of the word, 'MOUSE' be arranged so that, the vowels always come together?
a.36
b.12
c.46
d.48
e.20
8. In how many different ways can the letters of the word, 'NUMBER' be arranged so that, the vowels always come together?
a.180
b.420
c.500
d.240
e.200
9. What would be the count of all the possible five letter words?
a.25
b.5+5
c.20
d.5*5
e.26^5
10. In how many ways, can a group of 2 boys and 4 girls be made out of a total of 5 boys and 7 girls?
a.350
b.160
c.120
d.233
e.461
11. Out of 9 consonants and 7 vowels, how many words of 3 consonants and 3 vowels can be formed?
a.1229110
b.2116800
c.1106900
d.1233600
e.122500
12. A pencil box contains 3 red, 2 white and 3 black balls. In how many ways can 2 balls be drawn from the box, if at least one white ball is to be included in the draw?
a.15
b.12
c.13
d.10
e.20
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