100/2.69
1
Name:
Anonymous
2006-03-15 18:11
100 divided by 2.69
i did it using 2 diff calculators, google calculator and the default calculator that comes with windows
this is what i got
google= 37.1747212
windows= 37.174721189591078066914498141264
question is what is the real fucking answer,?!?! both calculators keep rounding or cutting of digits!!
proof:
1st
go on google type:
"37.174721189 times 2.69" and you get "100"
then type
"37.1747211895910706914498141264 times 2.69" and u still get 100!
thus google rounds the dam answer!
2nd
go on windows calculator and type
"37.174721189591078066914498141264 * 2.69", and u get "99.999999999999999999999999999989"
what is the real answer? or is there none, like in the case of pi?
btw if ur wondering how i got these 2 number i got them from Bawls energy drink
here in ontario bawls is $2.69, and i got $100 ehhh...
2
Name:
Anonymous
2006-03-15 18:33
(sage)
The answer is 37.17472119 ehhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhh..................................................................................
3
Name:
Anonymous
2006-03-15 18:42
(sage)
The answer is SCIIIIEEEEEENNNNNCNCCCCCE!
4
Name:
Anonymous
2006-03-15 19:09
(sage)
the digits will start repeating after a while
try long division
5
Name:
Anonymous
2006-03-15 20:00
>>1
PENTIUM DIVIDE SMASH!
6
Name:
Anonymous
2006-03-15 20:45
this is no help
7
Name:
Anonymous
2006-03-15 23:37
37.17472118959107806691449814126394052044609665427509293680297397769\
51672862453531598513011152416356877323420074349442379182156133828996\
28252788104089219330855018587360594795539033457249070631970260223048\
32713754646840148698884758364312267657992565055762081784386617100371\
74721189591078066914498141263940520446096654275092936802973977695167\
28624535315985130111524163568773234200743494423791821561338289962825\
27881040892193308550185873605947955390334572490706319702602230483271\
37546468401486988847583643122676579925650557620817843866171003717472\
11895910780669144981412639405204460966542750929368029739776951672862\
45353159851301115241635687732342007434944237918215613382899628252788\
10408921933085501858736059479553903345724907063197026022304832713754\
64684014869888475836431226765799256505576208178438661710037174721189\
59107806691449814126394052044609665427509293680297397769516728624535\
31598513011152416356877323420074349442379182156133828996282527881040\
89219330855018587360594795539033457249070631970260223048327137546468\
40148698884758364312267657992565055762081784386617100371747211895910\
78066914498141263940520446096654275092936802973977695167286245353159\
85130111524163568773234200743494423791821561338289962825278810408921\
93308550185873605947955390334572490706319702602230483271375464684014\
86988847583643122676579925650557620817843866171003717472118959107806\
69144981412639405204460966542750929368029739776951672862453531598513\
01115241635687732342007434944237918215613382899628252788104089219330\
85501858736059479553903345724907063197026022304832713754646840148698\
88475836431226765799256505576208178438661710037174721189591078066914\
49814126394052044609665427509293680297397769516728624535315985130111\
52416356877323420074349442379182156133828996282527881040892193308550\
18587360594795539033457249070631970260223048327137546468401486988847\
58364312267657992565055762081784386617100371747211895910780669144981\
41263940520446096654275092936802973977695167286245353159851301115241\
63568773234200743494423791821561338289962825278810408921933085501858\
73605947955390334572490706319702602230483271375464684014869888475836\
43122676579925650557620817843866171003717472118959107806691449814126\
39405204460966542750929368029739776951672862453531598513011152416356\
87732342007434944237918215613382899628252788104089219330855018587360\
59479553903345724907063197026022304832713754646840148698884758364312\
26765799256505576208178438661710037174721189591078066914498141263940\
52044609665427509293680297397769516728624535315985130111524163568773\
23420074349442379182156133828996282527881040892193308550185873605947\
95539033457249070631970260223048327137546468401486988847583643122676\
57992565055762081784386617100371747211895910780669144981412639405204\
46096654275092936802973977695167286245353159851301115241635687732342\
00743494423791821561338289962825278810408921933085501858736059479553\
90334572490706319702602230483271375464684014869888475836431226765799\
25650557620817843866171003717472118959107806691449814126394052044609\
66542750929368029739776951672862453531598513011152416356877323420074\
34944237918215613382899628252788104089219330855018587360594795539033\
45724907063197026022304832713754646840148698884758364312267657992565\
05576208178438661710037174721189591078066914498141263940520446096654\
27509293680297397769516728624535315985130111524163568773234200743494\
42379182156133828996282527881040892193308550185873605947955390334572\
49070631970260223048327137546468401486988847583643122676579925650557\
62081784386617100371747211895910780669144981412639405204460966542750\
92936802973977695167286245353159851301115241635687732342007434944237\
91821561338289962825278810408921933085501858736059479553903345724907\
06319702602230483271375464684014869888475836431226765799256505576208\
17843866171003717472118959107806691449814126394052044609665427509293\
68029739776951672862453531598513011152416356877323420074349442379182\
15613382899628252788104089219330855018587360594795539033457249070631\
97026022304832713754646840148698884758364312267657992565055762081784\
38661710037174721189591078066914498141263940520446096654275092936802\
97397769516728624535315985130111524163568773234200743494423791821561\
33828996282527881040892193308550185873605947955390334572490706319702\
lol bc.
8
Name:
Anonymous
2006-03-16 0:02
(sage)
>>7
Overkill.
"The period of the recurring decimal, 1/p, where p is prime, is either p-1 (the first group) or a divisor of p-1 (the second group)."
9
Name:
Anonymous
2006-03-19 22:52
>>7
This looks periodic. I can tell from some of the number and from seeing quite a few periodic numbers in my time.
10
Name:
Anonymous
2006-03-25 20:22
>>1
You're a fucking idiot, ALL calculators round their number at a certain point. OMG DIFFERENT ANSWERS! HAXXORZ!
Eat shit and die.
11
Name:
Anonymous
2006-03-26 18:40
The exact answer as a continued fraction is [37; 5, 1, 2, 1, 1, 1, 1, 2]
No more questions
12
Name:
Anonymous
2006-03-26 19:41
What's a continued fraction?
13
Name:
Anonymous
2006-03-26 19:58
the exact answer as a fraction is 10000/269