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2007-10-24 08:01:44 · 4 answers · asked by Anonymous in Science & Mathematics Mathematics

4 answers

x=.325325...
1000x=325.325...
999x=325
x=325/999

2007-10-24 08:10:43 · answer #1 · answered by chasrmck 6 · 1 1

You haven't written enough decimal places for us to see the pattern. I can't even tell if it is even repeating or not. The decimal needs to repeat and then if you want to find out the fraction, I need to know what is the repeating part.

Look closely at the question, it is not 0.325325325...the repeating part is NOT 325 because the last two numbers are 35, they are missing the 2, unless it is a typo.

2007-10-24 15:13:46 · answer #2 · answered by The Prince 6 · 0 0

As this is a recurring to infinity decimal 0.325325....... and noting the recurrence is every fourth decimal.
Then :-
Let P = 0.325325......
&1000P = 325.325325.....

Then subtract
1000P - P = 325.325325.....- 0.325325....
999P = 325.0
P = 325/999 The ANSWER !!!!!

NB This fraction will not cancel down.

2007-10-24 15:25:06 · answer #3 · answered by lenpol7 7 · 0 0

.32532535= 32532535/100000000
6506507/20000000

Of course, if you really meant
.325325325...?
Then proceed as follows:
Let 1000x = 325.325325...
Then....1x=......0.325325...
And --------....----------------- by subtraction
........999x=325
x=325/999

2007-10-24 15:12:50 · answer #4 · answered by Grampedo 7 · 0 1

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