Quants for CAT, GMAT, NMAT and GRE

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Importance in exams Importance in exams CAT – 2 questions CAT – 2 questions CMAT – 2 questions CMAT – 2 questions NMAT – 3 questions NMAT – 3 questions https://catking.in/

Transcript of Quants for CAT, GMAT, NMAT and GRE

Page 1: Quants for CAT, GMAT, NMAT and GRE

Importance in examsImportance in examsCAT – 2 questionsCAT – 2 questionsCMAT – 2 questionsCMAT – 2 questionsNMAT – 3 questionsNMAT – 3 questions

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Page 2: Quants for CAT, GMAT, NMAT and GRE

nPr=nPr+1 & nCr=nCr-1,then find the values of n ,r.1.4,32.3,23.4,24.None of these

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Page 3: Quants for CAT, GMAT, NMAT and GRE

In how many ways can 5 boys and 5 girls form a circle such that the boys and girls are alternate?1.28802.28853.16604.4220

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Page 4: Quants for CAT, GMAT, NMAT and GRE

In how many ways can we arrange the 5 vowels if;

Two of the vowels e,i are always together

Two vowels e,i are never together?

1. 48,722. 60,823. 40,634. 28,82

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Page 5: Quants for CAT, GMAT, NMAT and GRE

Three dices are rolled.The number of possible outcomes in atleast one dire shows 5 is:

1. 912. 1223. 1234. 54

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Page 6: Quants for CAT, GMAT, NMAT and GRE

The number of ways in which n distinct objects ca be put into 2 different boxes is:

1. n2

2. 2n

3. 2n

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Page 7: Quants for CAT, GMAT, NMAT and GRE

The number of selections of one or more questions from 10 questions,each question having an alternative is:

1. 310

2. 310 -13. 210

4. 210 - 1

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Page 8: Quants for CAT, GMAT, NMAT and GRE

A 5 digit number divisible by 3 is to be formed using numerals 0,1,2,3,4,5 without repetition.The total number of ways is:

1.2162.6003.2404.3125

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Page 9: Quants for CAT, GMAT, NMAT and GRE

If all the permutation of etters of word AGAIN are arranged in dictionary,then the 50th word is:1.NAAGI2.NAAIG3.NAGAI4.NAIAG

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Page 10: Quants for CAT, GMAT, NMAT and GRE

The number of ways in which 13 coins can be distributed to 3 persons such that each of them gets atleast 2 coins:(a)36 (b) 24(c) 42(d) 6

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Page 11: Quants for CAT, GMAT, NMAT and GRE

The number of ways in which letters of word MATHEMATICS can be arranged is given by:

A) 136 B)192 C)1680 D)2454 https://catking.in/

Page 12: Quants for CAT, GMAT, NMAT and GRE

The number of numbers that can be formed using digits 2,3,0,3,4,2 which is more than one million:

A) 360 B)340 C)370D)none of these.

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Page 13: Quants for CAT, GMAT, NMAT and GRE

The number of ways in which 6 men and 5 men can dine at a round tableif no two women are to sit together is:

a.30 b.7!*5! c.6!*5! d.5!*4!.

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Page 14: Quants for CAT, GMAT, NMAT and GRE

If two dices are thrown simultaneously, the number of elements is sample space:

A) 36 B)24 C)40 D)100https://catking.in/

Page 15: Quants for CAT, GMAT, NMAT and GRE

In how ways can six diff. rings be worn on four fingers of a hand?

a. 10 b. 12 c.15 d.16.https://catking.in/

Page 16: Quants for CAT, GMAT, NMAT and GRE

In how many ways can 12 girls be arranged in a row if two particular girls must occupy the end place?

a. 10!/2! b. 12! c.10!*2! d.12!/2!

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Page 17: Quants for CAT, GMAT, NMAT and GRE

In how many can a selections of 5 letters be made out 5A’s,4B’s,3C’s,2D’s & 1 E’s?

a. 70 b. 71 c.15C5 d.15P5.

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Page 18: Quants for CAT, GMAT, NMAT and GRE

How many diff. words can be formed with the letters of the word MISSISSIPI.

a. 34650 b. 32456 c.7200 d.92100.

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Page 19: Quants for CAT, GMAT, NMAT and GRE

How many ways can 5 prizes be given away to 4 boys,when each boy is eligible for all prizes?

a. 45 b. 54 c.7200 d.9000.https://catking.in/

Page 20: Quants for CAT, GMAT, NMAT and GRE

How many numbers of 3 digits can be formed with the digits of 1,2,3,4,5 when digits many be repeated.

a.125 b. 127 c.555 d.All of these

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Page 21: Quants for CAT, GMAT, NMAT and GRE

The number of square that can be formed on a chessboard is

a.204 b. 160 c.64 d. 240

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Page 22: Quants for CAT, GMAT, NMAT and GRE

There are 10 lamps in a hall.Each of them can be switched independently.The number of ways in which the hall can be illuminiated?

a.1024 b. 1023 c.8! d. 9!

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Page 23: Quants for CAT, GMAT, NMAT and GRE

In how many ways a hockey team of 11 can be elected from 16 players

a.4368 b.9000 c.3687 d.6258

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Page 24: Quants for CAT, GMAT, NMAT and GRE

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