Dharmendra Singh   11 years AGO

ans 5) 1117
fix A remaining words form 6!=720
fix C A remaining words form 5!=120
fix C M remaining words form 5!=120
fix C N remaining words form 5!=120
fix C O A remaining words form 4!=24
fix C O M A remaining words form 3!=6
fix C O M N remaining words form 3!=6
fix C O M P A N Y THESE THREE remaining words ARE ARRANGED AS IN DICTIONARY =1
now add all(720+3*120+24+2*6+1)=1117

Like? Yes (29) | No (4)  

Rats   11 years AGO

word COMPANY in ascending letters
ACMNOPY
So for COMPANY
C(6!)+O(3*5!)+M(4!)+P(2*3!)+A(1)+N(1!)+Y(1!)
=720+360+24+12+1+0+0
=1117......Ans

Like? Yes (11) | No (3)  

Dharmendra Kumar Rajak   11 years AGO

Given word is COMPANY
[A,_ _ _ _ _ _]
1*!6 =720,

[C,A,_ _ _ _ _]
1*1*!5=120,

[C,M,_ _ _ _ _]
1*1*!5=120,

[C,N,_ _ _ _ _]
1*1*!5=120,

[C,O,A,_ _ _ _]
1*1*1*!4=24,

[C,O,M,A,_ _ _]
1*1*1*1*!3=6,

[C,O,M,N,_ _ _]
1*1*1*1*!3=6,

[C,O,M,P,A,_ _] i.e.[COMPA,N,Y]and[COMPA,Y,N]
rank of COMPANY will be just one less than
the word COMPAYN
So totol number of permutation will be
720+120+120+120+24+6+6+(2-1)=1117 Ans
So the correct option is (5)

Like? Yes (7) | No (1)  

Triloki Shaw   11 years AGO

First arrange the letters of COMPANY as per dictionary like A C M N O P Y
Now make words starting from A: 6!=720
Next comes C which is our requirement so place C then A it becomes CA which is not our req. so words from CA: 5!=120
likewise CM: 5!=120
CN: 5!=120
Now CO is matching then place A so COA: 4!=24
likewise COMA 3!=6
COMN 3!=6
COMP is our req. place A i.e., COMPA is true then COMPAN is also true then COMPANY is perfectly matched i.e., COMPANY =1
THEREFORE 1117

Like? Yes (6) | No (2)  

rohit kumar   11 years AGO

arrange the letters in alphabetical values order
i.e ACMNOPY
=>A _ _ _ _ _ _=6!=720
=>CA _ _ _ _ _=5!=120
=>CM _ _ _ _ _=5!=120
=>CN _ _ _ _ _=5!=120
=>COA _ _ _ _=4!=24
=>COM _ _ _ _=4!=24
COMPANY should be in 1104 to 1128
=>COMA _ _ _=3!=6
=>COMN _ _ _=3!=6
total=720+120+120+120+24+6+6=1116
so, next word will be COMPANY i.e 1117th position

Like? Yes (5) | No (1)  

Dipak Shaw   11 years AGO

FIRST ARRANGE THE WORD IN ACCENDING ORDER
2 5 3 6 1 4 7
C O M P A N Y

NOW TAKE C, IT COMES AT 2 AND LOOK ITS LEFT SIDE HOW MANY LETTER POSITION SMALLER THAN THE LETTER C.
THERE IS ONLY ONE A(1)
SO,MULTIPLIED BY 1 FOR C.
WE REPEAT SAME PROCESS FOR REST OF THE LETTER,
WE WILL GET
FOR 0 - MULTIPLIED BY 3
FOR M - MULTIPLIED BY 1
FOR P - MULTIPLIED BY 2
FOR A,N,Y-MULTIPLIED BY 0

SO,FINAL RANK WILL BE FIND OUT BY ADDING 1 -> 1*6!+3*5!+1*4!+2*3!+0*2!+0*1!+0*0! + 1
= 1117

Like? Yes (6) | No (2)  

ABHISHEK KUMAR MISHRA   11 years AGO

ans 5) 1117 fix A remaining words form 6!=720 fix C A remaining words form 5!=120 fix C M remaining words form 5!=120 fix C N remaining words form 5!=120 fix C O A remaining words form 4!=24 fix C O M A remaining words form 3!=6 fix C O M N remaining words form 3!=6 fix C O M P A N Y THESE THREE remaining words ARE ARRANGED AS IN DICTIONARY =1 now add all(720+3*120+24+2*6+1)=1117

Like? Yes (4) | No (2)  

Ann Mary Jolly   11 years AGO

Ans : 5)1117
No. of words starting with A = 6!
No. of words starting with CA = 5!
No. of words starting with CM = 5!
No. of words starting with CN = 5!
No. of words starting with COA = 4!
No. of words starting with COMA = 3!
No. of words starting with COMN = 3!
The next word in alphabetical order is COMPANY.
Therefore,the rank of the word company is
6! + 3*5! +4! + 2*3! + 1 = 1117.

Like? Yes (3) | No (1)  

prakash kumar   11 years AGO

there r 7 letters and all r different.
In dictionary, words starting from A will come b4 word COMPANY.
so, total no of words starting from A=6!=720
now, first word starting with letter C will come.
so, no of words starting with CA=5!=120
no of words starting with CM=5!=120
no of words starting with CN=5!=120
now, first word starting with letter CO will come.
so, no of words starting with COA=4!=24
now, first word starting with letter COM will come.
so, no of words starting with COMA=3!=6
no of words starting with COMN=3!=6
then after words starting from COMP will come and first word will be COMPANY
so, total no of words b4 COMPANY=720+120*3+24+6*2
=1116
so, rank of COMPANY in a dictionary=1117

Like? Yes (3) | No (1)  

Divya Srivastava   11 years AGO

2 5 3 6 1 4 7 (Ranks acc. to alphabetical order)
C O M P A N Y
1 3 1 2 0 0 0 (No. of Ranks smaller than the respective rank)
6!5!4!3!2!1!0! (No. of ways of arranging each alphabet)
the Rank of Company is given by :
6!*1 + 5!*3 + 4!*1 + 3!*2 + 2!*0 + 1!*0 + 0!*0 + 1
= 720+360+24+12+0+0+0+1
= 1117

Like? Yes (2) | No   

Parveen Soni   11 years AGO

1*6! +3*5! +4! +2*3! +1=1117
use rank finding shortcut techniques

Like? Yes (2) | No (1)  

mithun Abhimanyu   11 years AGO

2 5 3 6 1 4 7
c o m p a n y
1 3 1 2 0 0 0
6! 5! 4! 3! 2! 1! 0!
1*6!+3*5!+1*4!+2*3!+0*2!+0*1!+0*0!+1=1117

Like? Yes (1) | No   

xyz   11 years AGO

words started from A=9*5!
FROM COA----=4!
STARTED FROM COMA---=3!
STARTED FROM COMN---=3!
the last word company=1
total=1080+24+12+1=1117

Like? Yes (2) | No (1)  

Laltu banerjee   11 years AGO

staring with c->6!
ca->5!
cm->5!
cn->5!
co
coa->4!
com->4!
coma->3!
comn->3!
company-1
total->1117

Like? Yes (2) | No (1)  

md shoaib alam   11 years AGO

COMPANY can be re write as....." A C M N O P Y"
IN CORRECT ALPHABETIC ORDER NOW
MATCH WITH ORIGINAL WORD "COMPANY"

LIKE FIRSR OF ALL
NO OF WORDS BEFORE C IS =1*6!
NO OF WORDS BEFORE O IS =3*5!
NO OF WORDS BEFORE M IS =1*4!
NO OF WORDS BEFORE P IS =2*3!
NO OF WORDS BEFORE A IS =0*2!
NO OF WORDS BEFORE N IS =0*6!

AND ADD 1 TO SUM OF (720+360+24+12+1)

Like? Yes (1) | No   

Suyash Kunawat    11 years AGO

we will arrange the letters in alphabetical order as ACMNOPY
then taking A as 1st letter we have 6! words i.e. 720
then CA we have 120
then CM we have 120
then CN we have 120
then COA we have 24
then COMA we have 6
then COMN we have 6
the very next word will be COMPANY
so total rank is 720+120+120+120+24+6+6+1=1117

Like? Yes (1) | No   

harshu   11 years AGO

word start with
A: 6!=720
CA: 5!=120
CM: 5! =120
CN: 5!=120
COA: 4!=24
COMA: 3!=6
COMN: 3!=6
company: 1
now sum all no
720+120+120+120+24+6+6+1
1117 Ans.

Like? Yes (1) | No   

Sindu   11 years AGO

In alphabetical order Company is written as
A C M N O P Y
A------=6!=720
CA-----=5!=120
CM-----=5!=120
CN-----=5!=120
COA----=4!=24
COMA---=3!=6
COMN---=3!=6
COMPANY=1
So 720+120+120+120+24+6+6+1=1117.

Like? Yes (2) | No (1)  

vivek jain   11 years AGO

720(6!) words would start with A.
afterwards first letter would be C.
then, 360 ( 5!+5!+5!) are needed for coming to the letter O as second word.
then , 24(4!) needed for M to come up at third place.
then, we all needed that p would at come at fourth place for this we have to skip 13(4!+1) rank.
the +1 is done for the position of next word.
therefore the answer is 1117

Like? Yes (1) | No   

Dinesh thatti   11 years AGO

in company first c will come as for dictionary
remainig 6 letters will be arranged in 6!=720 ways
if we take 2 letters without repitition we get
ca 5!=120
cm 5!=120
cn 5!=120

if we take 3 letters without repitition we get
coa 4!=24

if we take 4 letters without repitition we get
coma 3!=6
comn 3!=6

if we take 5 letters without repitition we get
company 1!=1


finally we get 720+360+24+12+1=1117

Like? Yes (2) | No (1)  

sandy   11 years AGO

COMPANY
ARRANGE IN ALPHABETICAL ORDER
ACMNOPY
1*6!+3*5!+1*4!+2*3!+0*2!+0*1!+1=1117

Like? Yes (2) | No (2)  

Vinay Sipani    11 years AGO

Arranging alphabetically => ACMNOPY

=> Rank = 1×6! + 3×5! + 1×4! + 2×3! + 1
=> Rank = 1117
=> option 5

Like? Yes (1) | No (1)  

jagdish sharma   11 years AGO

when A is first position then total words =720
CA_ _ _ _ _ =120
CM_ _ _ _ _=120
CN_ _ _ _ _=120
COA_ _ _ _=24
COMA_ _ _=6
COMN_ _ _=6
COMPANY=1
Total=1117

Like? Yes (1) | No (1)  

deepak kumar   11 years AGO

company just arrange in alphabetical manner acmnopy after that c is in 2nd place after arrangement
before c only one char is there ie a. and remaining char is 6 except c. 1x6! + 3x5! + 3x4! + 0x3! + 0x2! + 1 = 1117

Like? Yes (1) | No (1)  

Bholanath    11 years AGO

COMPANY in increasing order
ACMNOPY
A[6!]
CA[5!]
CM[5!]
CN[5!]
COA[4!]
COMA[3!]
COMN[3!]
COMPANY[1]
so, rank of company is =6!+3x5!+4!+2x3!+1=1117

Like? Yes (1) | No (1)  

Manish Kumar   11 years AGO

COMPANY
ACMNOPY - WRITING IN ALPHABETICAL ORDER FIRST

a-720
ca-120
cm-120
cn-120
coa-24
coma-6
comn-6
company-1
total=720+120+120+120+24+6+6+1=1117

Like? Yes (1) | No (1)  

Nagarjun N   11 years AGO

if taken in alphabetical order first a comes.. then there will be 6! ways then 721st word starts from c. we do the same thing with 2, 3 4 th words and add them to get the answer 1117

Like? Yes (1) | No (1)  

Md Shahnawaz Shahab   11 years AGO

the first word formed by the word COMPANY will be ACMNOPY
therefore rank of the word COMPANY will be 6!+3*5!+4!+2*3!+1! = 1117

Like? Yes (1) | No (1)  

js manikanta   11 years AGO

i think it is 1117 .... as in a dictionary
acmnopy
then 6!+5!+5!+4!+3!+3!+1=1117

Like? Yes (1) | No (1)  

Prateek Nanhorya   11 years AGO

A->6!
CA->5!
CM->5!
CN->5!
COA->4!
COMA->3!
COMM->3!/2!
COMP->3!
COMPAA->2!/2!
COMPAM->2!
COMPANY->4
ADDITION WILL BE 1117

Like? Yes (1) | No (1)  

manisha mehta   11 years AGO

720+5*120+24+2*6+1=1117

Like? Yes (1) | No (1)  

Neha Rani   11 years AGO

fix A remaining words form 6!=720
fix C A remaining words form 5!=120
fix C M remaining words form 5!=120
fix C N remaining words form 5!=120
fix C O A remaining words form 4!=24
fix C O M A remaining words form 3!=6
fix C O M N remaining words form 3!=6
fix C O M P A N Y THESE THREE remaining words ARE ARRANGED AS IN DICTIONARY =1
now add all(720+3*120+24+2*6+1)=1117

Like? Yes (2) | No (2)  

Devendra Marghade   11 years AGO

Arranging the letters of the word COMPANY, in order A,C,M,N,O,P,Y
rank of the word =1(6!)+3(5!)+1(4!)+2(3!)+0(2!)+0(1!)+1
=720+360+24+12+1
=1117

Like? Yes (1) | No (1)  

ravi shankar rai   11 years AGO

company should be written in alphabetically
a c m n o p y
now by seeing the alphabet before we ge
=1(6!)+3(5!)+1(4!)+2(3!)+0(2!)+0(1!)+1
=1117

Like? Yes (1) | No (1)  

raghuram dharmavarpu   11 years AGO

word COMPANY can be arranged in the alphabetical order so that ACMNOPY
A------ it can be arranged in 6! ways
CA----- it can be arranged in 5! ways
CM----- it can be arranged in 5! ways
CN----- it can be arranged in 5! ways
COA---- it can be arranged in 4! ways
COMA--- it can be arranged in 3! ways
COMN--- it can be arranged in 3! ways
COMPANY can be arranged in one way
so that rank of COMPANY is 6!+3(5!)+4!+2(3!)+1=1117

Like? Yes (1) | No (1)  

poonam   11 years AGO

1(6!) + 3(5!) + 1(4!) + 2(3!) +1
720+360+24+12+1
=>
ANSWER = 1117

Like? Yes (1) | No (1)  

Rahul Rajak   11 years AGO

use permutation and combination

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Neha Jha   11 years AGO

letters in alphabetical order are a,c,m,n,o,p,y
words starting with a are 6!=720
words starting with c are 6!=720
among these 720,words starting with ca are 5!=120
similarly, with cm = 5!=120
with cn= 120
with co=120
among these 120 words with coa starting =4!=24
with com =4!=24
among these 24 words words starting with coma=3!=6
with comn=6
with comp=6
among these 6 words words starting with compa =2!=2
the first one among these two words would be company
therefore rank of company=720+120+120+120+24+6+6+1=1117

Like? Yes (1) | No (1)  

Ravishankar Karn   11 years AGO

word before company===
form A=6!
from CA=5!
from CM=5!
from CN=5!
from COA=4!
from COMA=3!
from COMN=3!
next word is COMPANY.
6!+5!+5!+5!+4!+3!+3!=1116
so the rank of COMPANY is 1117.

Like? Yes (1) | No (1)  

Chandni Maurya   11 years AGO

ans=1117
arranging in alphabetic order, A,C,M,N,O,P,Y
words starting with A=6!
words starting with CA=5!
words starting with CM=5!
words starting with CN=5!
words starting with COA=4!
words starting with COMA=3!
words starting with COMN=3!
then next will be COMPANY
total=6!+5!+5!+5!+4!+3!+3!+1=1117

Like? Yes (1) | No (1)