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ananth_patri (595)

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find the +ve  integral soln for x1x2x3x4x5=840
see my method...
840=23.3.5.7
now 3 can be placed in five spaces in 5 ways..
now 5 can be placed in five spaces in 5 ways..
now 7 can be placed in five spaces in 5 ways..
now 23 ..............plz explain this part....all three 2's i.e 23 can be placed in five spaces in 5 ways....also 22X2 this can be done  also it can be divided into 2X2X2...so plz explain how to do....rate for coreect answer///

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paddy.dude (1154)

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what do u want to ask man
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ananth_patri (595)

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sorry edited...

The only place where you will find success before hard work is in the dictionary
A winner never quits.....a quitter never wins......
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paddy.dude (1154)

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wow now that u have posted the ques i cant answer it.........
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ananth_patri (595)

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wat do u mean by it...plz clear my doubt anyone.....

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ananth_patri (595)

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anyone going to help me???/or not???somebody plz reply....

The only place where you will find success before hard work is in the dictionary
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elastiboysai (2327)

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edited
its equivalent to filling
5 boxes with 10 items
where 3 items of 1 kind are alike (2's)
and 4 items of oder kind r alike (1's)

see y so.
x1,x2,x3,x4 all can be 1, x5 can be 840...--thats d reason y i say 4 1's
and remaining (3,5,7) are distinct
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ananth_patri (595)

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ya...so..pzl tell the no. of ways of puttin (2)powr 3 in 5 boxes.....

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ananth_patri (595)

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plz solve and post the answer....

The only place where you will find success before hard work is in the dictionary
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ananth_patri (595)

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where have all the people gone???none to solve a small ques?????

The only place where you will find success before hard work is in the dictionary
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elastiboysai (2327)

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k fine
ill do it.wats d ans?
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elastiboysai (2327)

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edited
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elastiboysai (2327)

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K fine'
Im not verry sure..neways,
the approach i had given u earlier was my own, bt its quite long,
heres anoder method
2^3*3*5*7
=x1x2x3x4x5
now3,5,7 can be assigned 2 any of d 5 variables, 5^3
as for 2^3
it can b assigned to 1 variable in 5 ways, 2 variables in 10*2 ways (5c2) *2 for
(1,2) and (2,1) they r diffn here
3 variables in 10 ways (5c3)  thus total=35 ways,
now total no of ways=
35*5*5*5=4375
edited:
gokuls rt
i hadnt taken care of (2,1) and (1,2) permutation wen i distr. 2^3 to 2 variables
now its corrected
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computer001 (1847)

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5*5*5 thts ob
the other val will be a) no 2s r together: 5C3=10

b) one gets two 2s n other one 2=20
this can be said from: select one box n put two 2s..5ways
from remaining 4 boxs select 1 for other 2..so 5*4=20

c)one gets all 3 2s=5
so v get 5*5*5*35=4375

Nitwit Blubber Odment Tweak
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computer001 (1847)

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