find no. of ways in which 4 alike apples and 4 alike oranges can distributed to 6 children such that every child gets atleast one fruit

A code word consists of two distinct english alphabets followed by two distinct numbers from 1 to 9.For example, AK47 is a code word. Hpw many such words are there?how many of them will end with an even number

find no. of ways in which 4 alike apples and 4 alike oranges can be distributed to six children such that each children gets atleast one fruit

Q.1 How many numbers are there between 100 and 1000 such that every digit is either 2 or 9?

Q.2 In how many ways can the following prizes be given away to a class of 30 students, 1st and 2nd in Maths, 1st and 2nd in physics, 1st in chem and 1st in eng

please explain me these questions and also its answers......

range of function f(x)=^7-xP_x-3

In how many ways can the letters of the word INSURANCE be arranged so that vowels are occupied at even places?

A question paper contains 6 questions ,each having an alternative . The number of ways an xaminer can answer one or more question is?

Let a_n denote the number of all n-digit positive integers formed by the digit 0,1 or both such that no consecutive digit in them are 0. Let b_n = The number of such n-digit integers ending with digit 1 and c_n = The number of such n-digit integers ending with digit 0.
I. Which of the following is correct of:
(a) a₁₇ = a₁₆ + a₁₅ (b) c₁₇ is not = c₁₆ + c₁₅
(c) b₁₇ is not = b₁₆ + c₁₆ (d) a₁₇ = c₁₇ + b₁₆
II. The value of b₆ is :
(a) 7 (b) 8 (c) 9 (d) 11

A test consists of 10 questions and 10 answers in 2 separate columns.In how many ways can a student match exactly 10 questions with the correct answers?

find the number of palindromes with 6 digits that can be formed using the digits

(1) 0, 2, 4, 6, 8 (2) 1, 3, 5 , 7 , 9

how many squares are formed when n parallel lines intersect m other parallel lines?

The number of zeros at the end of (127)! is

The total no. of selections of at most n things from 2n+1 different things is found to be 63. find the value of n.

There are 10 seats in a dubble dacker bus , 6 in the lower deck and 4 on the upper deck. Ten passengers board the bus, of them 3 refuse to go to the upper deck and 2 insist on going up. The number of ways all the passengers can be seated is

a. 60

b. 10

c. 100

d. n.o.t.

Ans. D

In an examination, a candidate has to pass in each of the 5 subjects. In how many ways can he fail?

If nCr-1 : nCr : nCr+1 = 3:4:5, find n and r

In how many ways it is possible to divide six identical green , six identical blue and six identical red among two persons such that each gets equal number of item

5 digit number divisible by 3 is formed using 0 1 2 3 4 6 7 without repitition , total numbers of such numbers are? Pls explain me step wise along with answer.

The total number of ways in which 5 balls of differnet colours can be distributed among 3 persons so that each person gets atleast one ball is :

(A) 75 (B) 150 (C) 210 (D) 243

Brijendra Pal sir,

Question is right and complete. Please give answer to other question as soon as possible.

Thank you

Ankur Aggarwal

xii

9 people entered a lift from the ground floor of a building with 10 floors excluding the ground floor.In how many ways can they exit, if they travel only in groups of 2,3 and 4?

find the number of positive integral solutions of the equation xyz=210.

A party of 6 is to be formed from 10 boys and 7 girls so as to include 3 boys and 3 girls. In how many different ways can the party be formed if two particular girls refuse to join the same party ?

find no. of ways in which 4 alike apples and 4 alike oranges can distributed to 6 children such that every child gets atleast one fruit

How many FIVE letter words are formed from the letters of the word INFINITESIMAL ?

Ans given: 22260. Not getting this answer.

I tried as below -

a) All unique

b) 1 double, 4 unique

c) 2 double 3 unique

d) 1 triple, 3 unique (e.g. I I I N F)

e) 1 triple, 1 double, 1 unique (e.g. I I I N N)

9P4+ 2C1 X 8C4 X 5C2 X 3! + 2C2 X 8C3 X 5C4 X 1! + 1 X 8C3 X 5C3 X 2! +1 X 1 X 5C3 X 5C2

= 24460.

Please help to identify the error.

Thanking you.

PROVE THAT n!(n+2)=n! + (n+1)!

Q.1 How many numbers are there between 100 and 1000 such that every digit is either 2 or 9?

Q.2 In how many ways can the following prizes be given away to a class of 30 students, 1st and 2nd in Maths, 1st and 2nd in physics, 1st in chem and 1st in eng

please explain me these questions and also its answers......

Anuradha mam i have a doubt on this question if A can be placed in the first place then obviously E will be placed next to it and so the remaining 5 letters can be arranged in 5! ways then why must we proceed the other step? pls explain

http://www.m eritnati on.com/iitjee /a sk-ans wer/ques tion/pls-explain -the-question-how-many- ways-are-there- to-arrang /academics/ 7728429

10 examination papers are arranged in such a way that the best and the worst papers never come together . The number of arrangements is?

Find the number of ways of selection of one or more letters from AAAABBCCCDEF if the letters A B are selected atleast once

If the letters of the word 'daughter ' are to be arranged so that vowels occupy the odd places , then the number..

in an election the number of candidates are 1 more than the number of peoples to be elected . A voter can vote in 254 ways . Howmany candidates are there.

A- 6

B- 7

C- 8

D- 10

Plz ans fast .and dont think that the question is wrong.

And explain also...

Number of ways in which 3 persons throw a normal die to have a total score of 11 is..??

1. south african cricket captain lost the toss of a coin 13times out of 14.chances of this happening was? a.7/2^13 b.1/2^13 c.13/2^14 d.13/2^13

In how many ways we can select 5 cards from a deck of 52 cards, if each selection must include atleast one king

The letters of the word VICTORY are rearranged in all possible ways and the words thus obtained are arranged as in a dictionary. What is the rank of the given word VICTORY

How many numbers greater than a million can be formed with the digits 2,3,0,3,4,2,3?

how many 4-letter code can be formed using the first 10-letters of the english alphabet,if no letter can be repeated?

explain with reason

in how many ways can the letters of the word "INSURANCE' are arranged so that the vowels are never seperate

A committee of 6 is to be chosen from 10 persons with the condition that if a perticular person A is chosen, then another particular person B must be chosen