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terminating decimal

Expert replies
Source: — Problem Solving |

Re: terminating decimal

by piyush_nitt » Sun Feb 01, 2009 7:13 pm
mariah wrote:106. Which of the following is terminating decimal?
I.1/12
II.1/10^2
III.1/2^10

1. 1/12 = .83838383.....
2. 1/100 = .01
3. 1/2^10 = 1/1024 = .000965625 (used calculator:))

IMO A

Request: Please paste the complete problem alongwith Options.
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Re: terminating decimal

by mariah » Mon Feb 02, 2009 5:45 am
piyush_nitt wrote:
mariah wrote:106. Which of the following is terminating decimal?
I.1/12
II.1/10^2
III.1/2^10

1. 1/12 = .83838383.....
2. 1/100 = .01
3. 1/2^10 = 1/1024 = .000965625 (used calculator:))

IMO A

Request: Please paste the complete problem alongwith Options.
don't forget to take it on your gmat exam :)
Join the discussion

by krisraam » Mon Feb 02, 2009 5:57 am
If you can express the denominator in the form of 2^x or 5^y or both. The decimal terminates.

1/12 ==> 1/(2^2 * 3) non terminating

1/10^2 ==> 1/(2^2 * 5^2) terminating

1/2^10 ==> terminating

Thanks
Raama
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by ontopofit » Mon Feb 02, 2009 6:03 am
:D now use ur calculator to find out this

i guess if the denominator's factors consist of 2,3 and 7 only are non-terminating.

please cofirm.not very sure.
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by mals24 » Mon Feb 02, 2009 6:10 am
krisraam is right

Only if your denominator is in the form of 2^n, 5^n or 2^n*5^n then only will the number be a terminating decimal.
Join the discussion

by coffee5251 » Mon Feb 02, 2009 6:54 am
mals24 wrote:krisraam is right

Only if your denominator is in the form of 2^n, 5^n or 2^n*5^n then only will the number be a terminating decimal.
Is this true for every number or just for the problem above?
Join the discussion

by coffee5251 » Mon Feb 02, 2009 7:06 am
mals24 wrote:krisraam is right

Only if your denominator is in the form of 2^n, 5^n or 2^n*5^n then only will the number be a terminating decimal.
Is this true for every number or just for the problem above?
Join the discussion

Re: terminating decimal

by aroon7 » Mon Feb 02, 2009 8:38 am
piyush_nitt wrote:
mariah wrote:106. Which of the following is terminating decimal?
I.1/12
II.1/10^2
III.1/2^10

1. 1/12 = .83838383.....
2. 1/100 = .01
3. 1/2^10 = 1/1024 = .000965625 (used calculator:))

IMO A

Request: Please paste the complete problem alongwith Options.
so the answer should be 2 & 3 right?
Why do you say it is A?
Join the discussion

by krisraam » Mon Feb 02, 2009 10:26 am
coffee5251 wrote:
mals24 wrote:krisraam is right

Only if your denominator is in the form of 2^n, 5^n or 2^n*5^n then only will the number be a terminating decimal.
Is this true for every number or just for the problem above?
For every number.

Thanks
Raama
Join the discussion

by aroon7 » Mon Feb 02, 2009 10:30 am
krisraam wrote:
coffee5251 wrote:
mals24 wrote:krisraam is right

Only if your denominator is in the form of 2^n, 5^n or 2^n*5^n then only will the number be a terminating decimal.
Is this true for every number or just for the problem above?
For every number.

Thanks
Raama
Raama,

but what abt the numerator... should it be always 1??
because 6/3 = 2 terminating
5/3 = 1.66 not terminating

pl help
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by krisraam » Mon Feb 02, 2009 10:48 am
aroon7 wrote:
krisraam wrote:
coffee5251 wrote:
mals24 wrote:krisraam is right

Only if your denominator is in the form of 2^n, 5^n or 2^n*5^n then only will the number be a terminating decimal.
Is this true for every number or just for the problem above?
For every number.

Thanks
Raama
Raama,

but what abt the numerator... should it be always 1??
because 6/3 = 2 terminating



5/3 = 1.66 not terminating

pl help
I believe Numerator can be any number.
Numerator and denominator should be in such a way the result is a decimal not a integer ( 6/3 = 2 is an integer)

Thanks
Raama
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by sacx » Mon Feb 02, 2009 2:17 pm
it holds true 'only' when the fraction has been simplified

example 49/280 is terminating since it can be simplified to 7/40 ( 40 = 2^3 * 5)
SACX
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Re: terminating decimal

by piyush_nitt » Tue Feb 03, 2009 12:44 pm
mariah wrote:
piyush_nitt wrote:
mariah wrote:106. Which of the following is terminating decimal?
I.1/12
II.1/10^2
III.1/2^10

1. 1/12 = .83838383.....
2. 1/100 = .01
3. 1/2^10 = 1/1024 = .000965625 (used calculator:))

IMO A

Request: Please paste the complete problem alongwith Options.
:D :D :D

don't forget to take it on your gmat exam :)
Join the discussion

by mariah » Sat Feb 07, 2009 3:26 pm
oa 2. 3
Join the discussion