piona
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earth - evils = heaven
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« Reply #40 on: May 29, 2008, 06:51:07 PM » |
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baka ganito yan... 11111 X 11111 = 123454321  |
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love without accomplishing the laws, is complicated - sshrekk
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The Philippine Electronics and Technology Forum
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« Reply #40 on: May 29, 2008, 06:51:07 PM » |
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'yus
Technical People
Nuclear Reactor
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oops, kernel panic!
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« Reply #41 on: May 30, 2008, 03:16:52 PM » |
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sirit na ko!  basta two numbers n magkasunod.
kunwari 4 and 5...
_1.25__
4/ 5
_4_
1.0-remainder
_.8__
.20 - eto ung next remainder... 2
_20__
0- dpat, ang sagot, 3- hnd dapat 0., next naman, 4, parang abstract logic... so dapat, ung 4 and 5 na number, e ibahin.. un ung hahanapin.
 "7 & 8" lang ang nakita kong consecutive integers na may paulit-ulit na single-digit "remainders"..  marami pang iba na paulit-ulit ang "remainders" pero di naman single-digit, like "13 & 14" ito siguro ang dahilan kung bakit may singaw ako! 
kaya sirit na lang ako bago lumala pa.. |
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join PhilRobotics - Amateur Robotics Club of the Philippines |
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freakything
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« Reply #42 on: May 30, 2008, 08:27:55 PM » |
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anu yan?ehehe
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Resistance is futile (if <1 ohm)
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mArKhAo
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point and shoot
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« Reply #43 on: June 07, 2008, 07:54:08 PM » |
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cut my heart out, for a souvenir....
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'yus
Technical People
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oops, kernel panic!
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« Reply #44 on: June 07, 2008, 08:16:24 PM » |
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join PhilRobotics - Amateur Robotics Club of the Philippines |
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mArKhAo
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point and shoot
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« Reply #45 on: September 06, 2008, 09:06:28 PM » |
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eto, let: x = 1234 y = 9999 x/y = 0.123412341234123412341234123412341234123412341234 dapat ung remainder nya, 1234123412341234 walang katapusan.. hehe sana naintindihan nyu... pero dapat, ung x=y+1 dapat... ibig sabihin, magkasunod na number... hehe... ang remainder e, .123412341234 hnd q dn kasi alam ang sagot e... hehehe  |
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cut my heart out, for a souvenir....
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ef - el - ay - pee
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« Reply #46 on: September 06, 2008, 09:30:37 PM » |
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kuya malabo po....yung sa example mo....quotient po yung .1234, hindi remainder...... .1234/9999 yung remainder
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"Engineers are the Oompah-Loompahs of Science" - Dr. Sheldon Lee Cooper
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Supremo Mayor Kuya Johnaray
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« Reply #47 on: September 06, 2008, 10:32:21 PM » |
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hmmmm zero
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mArKhAo
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point and shoot
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« Reply #48 on: September 06, 2008, 10:46:27 PM » |
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hhmm..oonga.  hehe. pero, basta dapat 12341234 ung sa remainder, intindihin m nlng hehe |
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cut my heart out, for a souvenir....
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gtxr2.ren
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if it can be thought of, it can be done.
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« Reply #49 on: September 06, 2008, 10:55:50 PM » |
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Trigonometry for farmers: swine and coswine...
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"The only real valuable thing is intuition."
- Albert Einstein
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Supremo Mayor Kuya Johnaray
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« Reply #50 on: September 07, 2008, 03:59:55 AM » |
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Trigonometry for farmers: swine and coswine...
Swine + co-swine (do=Coitus) = piglets  |
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bLacK_aNgeL
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« Reply #51 on: September 27, 2008, 10:20:55 PM » |
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  ang hirap ng problem nio waaaaahhhh
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if you can't handle my worst
you don't deserve my best..
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z22
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« Reply #52 on: July 13, 2009, 01:10:02 AM » |
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baka nga tama si yus, walang sagot
kasi pag lampas na sa 10 yung divisor, 10 yung sunod na remainder, subukan nyo.
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mac016d
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« Reply #53 on: July 13, 2009, 04:57:32 AM » |
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Undefined or null.hehehe!
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james09880
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« Reply #54 on: October 22, 2009, 02:19:40 PM » |
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let
x=first number
x+1=second number
r=remainder
ang sabi mo dapat ang remainder ay 1.234123412341...
tama ba pagkakaintindi ko sa remainder?
so any consecutive number pag dinivide mo ang sagot ay 1+remainder is also equal to 1+r
then the equation is x/(x+1)=1+r
by solving x, then the equation is x=(-1/r)-1
r can be expressed as 1 + 2341/9999
by substituting r, x=-1 9999/12340 <<<<*mixed fraction po yan ha
therefore the answer;
the first number is equal to -1 9999/12340 and the second number is 9999/12340.
parang mali parin eh, pero konti na lang siguro makukuha na.
kailangan lang i elaborate pa ni markhao kung tama yung pagkakaintindi ko sa remainder otherwise mali ang tanong hehehe.
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Logic Gates
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« Reply #55 on: April 21, 2010, 08:22:00 PM » |
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Patry lang ah. Ang pagkakaintindi ko kasi ay 0.123123... ang required remainder of two consecutive numbers (not necessarily an integer).
n = 999/123 (approximately 8.122)
n+1 = 1122/123 (approximately 9.122)
Ang consecutive numbers ay 999/123 and 1122/123.
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xperryment
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« Reply #56 on: January 05, 2011, 05:23:13 PM » |
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hahahahahahaahahahahahahahahahahahaaaaaaweeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeee
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killerbong
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« Reply #57 on: March 16, 2011, 06:49:05 PM » |
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present po ako..hehehe
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sitsuna
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« Reply #58 on: March 18, 2011, 09:14:19 PM » |
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The Philippine Electronics and Technology Forum
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December 16, 2010, 06:20:19 PM
