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shockwave
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PostPosted: Sat Apr 05, 2003 12:19 pm    Post subject: Reply with quote

Paddyjac-K wrote:

so: 7*17=119


119 has a factor 7, 7 is between 2 and 17 so it won't work either.
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Paddyjack
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PostPosted: Sat Apr 05, 2003 12:39 pm    Post subject: Reply with quote

Shockwave wrote:
Paddyjac-K wrote:

so: 7*17=119


119 has a factor 7, 7 is between 2 and 17 so it won't work either.


<sigh>

323$ then?

19$ each

If not, I give up
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shockwave
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PostPosted: Sat Apr 05, 2003 12:53 pm    Post subject: Reply with quote

Paddyjac-K wrote:
If not, I give up


Suppose there are n dollar bills. Then

n = 17a

and

n = 16b-1

= 15c-1

= 14d-1

= 13e-1

= 12f-1

and so on. So

n+1 = 16b

= 15c

= 14d

= 13e

= 12f

and so on. So n+1 must be a multiple of 2, 3, 4, 5, 6, 7, ..., 16

We require

n+1 = 2^4 x 3^2 x 5 x 7 x 11 x 13 x k

where k is some other integer. So


n+1 = 720720k

n = 720720k - 1

= 17a

We require integer solutions of

17a - 720720k = -1

To find them, divide by the smaller coefficient (17) to get

a - 42395k - 5k/17 = -1/17

a - 42395k = (5k-1)/17

So (5k-1)/17 must be an integer, say t:

5k-1 = 17t

k = (17t+1)/5

Trying values of t, we find that t=1 doesn't work, but t=2 gives us a
value of k=7.

This means that

n = 720720k - 1

= 5045040 - 1

= 5045039

and if you check this number it leaves a remainder 1 less than the
divisor on division by 2, 3, ....., 16 and is exactly divisible by 17.

So $5,045,039
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Paddyjack
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PostPosted: Sat Apr 05, 2003 2:14 pm    Post subject: Reply with quote

Oh!

I didn't realize when I read the problem that the number we were looking for, when divided by 4 will leave 3, when divided by 5 would leave 4, and so on.

I thought it was only for 2 and 3

Now, come back to DoD to get fragged by me and stop giving me headaches
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PostPosted: Sat Apr 05, 2003 2:47 pm    Post subject: Reply with quote

Gamepro65 wrote:
whats with this nine stuff???? all they did was
# - first digit - last digit = symbol rite well (i like being complicated so here goes) they did each number from 99 - 1 (i sware they dumbasses tho for you cant have 99 as a number for ud have to subtract it so thats a waste of space) but they did all of those and found the answer bam put a symbol their and boom their is your answer!


You don't have to figure out every number to do this. You just have to have the same symbol on every multiple of 9 (9, 18, 27, etc.). That's all they did to get the answer. Try it for yourself, choose any numbers and subtract their digits, them divide it by 9 and you will see that you will always end of with a whole number.

And about them including the high numbers, if they got rid of those, it wouldn't look so amazing.
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rAT bOY
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PostPosted: Sun Apr 06, 2003 9:41 pm    Post subject: Reply with quote

nerds
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Twisted29
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PostPosted: Mon Apr 07, 2003 4:06 am    Post subject: Reply with quote

Pfftt, algebra! Who needs to know that stuff??

If you want a riddle, shall I bust out Schrodenger's Cat?
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PostPosted: Mon Apr 07, 2003 6:34 am    Post subject: Reply with quote

Twisted29 wrote:
Pfftt, algebra! Who needs to know that stuff??


ummm ..... everyone
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PostPosted: Mon Apr 07, 2003 9:11 am    Post subject: Re: omgomgomg wow Reply with quote

luda-hax wrote:
yall check this out. follow the directions wow i cant stump it once. http://ebaumsworld.com/mindprobe.html


This will work for all integers.

We shall prove this for a 2-digit and a 5-digit integer.
X0, X1, X2 ... are single digit integers
A is an unknown integer

Z = (X0 * 1 + X1 * 10)

Z - (X0 + X1) = 9A
9X1 = 9A
X1 = A

Both are integers, so this is true.

Z = (X0 * 1 + X1 * 10 + X2 * 100 + X3 * 1000 + X4 * 10000)

Z - (X0 + X1 + X2 + X3 + X4) = 9A
9X1 + 99X2 + 999X3 + 9999X4 = 9A
X1 + 11X2 + 111X3 + 1111X4 = A

"Math is fun"
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PostPosted: Mon Apr 07, 2003 10:36 am    Post subject: Reply with quote

rAT bOY wrote:
nerds

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PostPosted: Mon Apr 07, 2003 5:33 pm    Post subject: Reply with quote

sgt stutter wrote:
rAT bOY wrote:
nerds

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osiris
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PostPosted: Mon Apr 07, 2003 6:37 pm    Post subject: Reply with quote

Quote:
Quote:
sgt stutter wrote:

Quote:
rAT bOY wrote:
nerds



Nerds
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PostPosted: Mon Apr 07, 2003 6:47 pm    Post subject: Reply with quote

Osiris wrote:
Quote:
Quote:
sgt stutter wrote:

Quote:
rAT bOY wrote:
nerds



Nerds

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PostPosted: Mon Apr 07, 2003 8:13 pm    Post subject: Reply with quote

SHAFT wrote:
Osiris wrote:
Quote:
Quote:
sgt stutter wrote:

Quote:
rAT bOY wrote:
nerds



Nerds
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shockwave
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PostPosted: Mon Apr 07, 2003 9:19 pm    Post subject: Reply with quote

Thewz wrote:
SHAFT wrote:
Osiris wrote:
Quote:
Quote:
sgt stutter wrote:

Quote:
rAT bOY wrote:
nerds



Nerds


You are all Nerds!!! hahahaha
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