# Reliance Jio Permutation and Combination Quiz 1

Question 1

Time: 00:00:00
Harry was given homework by his class teacher. He did not like math at all. Harry needs help in finding out the rank of the word CHASM if the letters of the word CHASM are rearranged to form 5 letter words such that none of the words repeat and the results are arranged in ascending order as in a dictionary.

47

47

56

56

84

84

32

32

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Question 2

Time: 00:00:00
On the occasion of his birthday, Rahul invited all of his pals to a party at his father's farm. The seating arrangement called for 5 males and 4 females, with the females taking the even-numbered seats. How many of these configurations are possible?

2020

2020

1440

1440

2880

2880

1550

1550

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Question 3

Time: 00:00:00
Max and his father were on a flight from Australia to Dubai. However, they each managed to forget how to open their bag's lock. Three dials with six different letter markings each make up the letter lock. How many unsuccessful efforts to unlock the latch can be made because Harry's mother will be furious if the bag is permanently locked?

268

268

234

234

215

215

286

286

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Question 4

Time: 00:00:00
Seema is playing a game at a stall in a fair. She needs to throw the ball in the ring with the number which can be calculated by the following riddle : How many 6-digit even numbers can be formed from the digits 1, 2, 3, 4, 5, 6 and 7 so that the digits should not repeat and the second last digit is even. Seema wants to know this number so that she can win the game.

760

760

425

425

840

840

720

720

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Question 5

Time: 00:00:00
20 people in total participated. Find the number of arrangements that may be made so that there is always one person between each of the two representatives, Mohan and Mohit, at a circular table.

$2 \times (18!)$

$2 \times (18!)$

$(3!) \times (18!)$

$(3!) \times (18!)$

17!

17!

$2 \times (17!)$

$2 \times (17!)$

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Question 6

Time: 00:00:00
Harsh purchased eight cartons of candy. There are 1 to 8 different chocolates in each box. How many different ways are there in which he can distribute four of these boxes—one to each of his four friends—so that the first friend receives more chocolates than any of the other three, the second friend receives more chocolates than either the third or the fourth friend, and the third friend receives more chocolates than the fourth friend?

84

84

74

74

65

65

72

72

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Question 7

Time: 00:00:00
Nitin has been assigned a task to calculate how many total numbers of unique 4-wheel vehicle numbers can be generated using two letters followed by two numbers given letters need to be unique. The correct answer given by Nitin is:

32000

32000

65000

65000

74000

74000

59000

59000

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Question 8

Time: 00:00:00
By tasting a cup of tea, Saloni asserts that she can quickly determine whether milk or tea leaves were added to the water first. 10 cups of tea are made, 5 in one method and 5 in another, to test these claims. Find several possible ways to provide the expert with these 10 cups so that it is challenging for her.

352

352

252

252

286

286

238

238

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Question 9

Time: 00:00:00
Raj loves Tina and wants to marry her. Raj prepared a bouquet of flowers that included 14 white roses and 16 red roses in preparation for his proposal to Tina on her birthday. Raj requests that Tina choose four flowers from all of the blooms. How many different ways are there for them to be chosen so that at least one red rose gets chosen and he can eventually express his love for her?

27404

27404

32986

32986

19764

19764

20005

20005

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Question 10

Time: 00:00:00
Three volleyball games, two soccer games, and four basketball games are all on the V.K. Sports Academy's schedule. You are able to go to three of the games thanks to your ticket. You definitely want to go to a basketball game as well as other events. How many different methods are there to attend two basketball games and one other event?

75

75

30

30

65

65

25

25

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["0","40","60","80","100"]
["Need more practice!","Keep trying!","Not bad!","Good work!","Perfect!"]

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