conversions

decimal representation

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4 Replies - 1415 Views - Last Post: 19 March 2010 - 01:02 PM

#1 ellevador   User is offline

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conversions

Post icon  Posted 26 January 2010 - 10:37 AM

Not sure where to ask this question so move as needed. I have to convert a hexadecimal representation of a IEEE 754 single binary floating point number to decimal representation, finding the 3 parts (sign, bias, and fraction). However he spent very very little time going over it, and no time explaining it. My searches have left me confused. Does anyone have a tutorial on this type of information that would explain better what is going on. ANY info would be appreciated. Thanks

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#2 debjit625   User is offline

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Re: conversions

Posted 27 January 2010 - 01:25 PM

Hope this helps
http://support.microsoft.com/kb/42980

Good Luck
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#3 ellevador   User is offline

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Re: conversions

Posted 27 January 2010 - 09:26 PM

View Postdebjit625, on 27 Jan, 2010 - 12:25 PM, said:

Hope this helps
http://support.microsoft.com/kb/42980

Good Luck



OMG that is actually the kind of explanation I need MUCH appreciation, thanks!
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#4 kirlose_jones1   User is offline

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Re: conversions

Posted 19 March 2010 - 04:08 AM

Hi that's very simple process for convert decimal to binary and binary to decimal but you want haxadecimal to binary converson so do you follow some steps.

first any hexadecimal No. =like this is hexadecimal No. A25

A mean 10 - 2 - 5
1010 - 10 - 101

so A25 to binary No. 101010101

i hope you will do this.

Good luck!!!!!

msdscompliance
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#5 r.stiltskin   User is offline

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Re: conversions

Posted 19 March 2010 - 01:02 PM

View Postkirlose_jones1, on 19 March 2010 - 06:08 AM, said:

Hi that's very simple process for convert decimal to binary and binary to decimal but you want haxadecimal to binary converson so do you follow some steps.

first any hexadecimal No. =like this is hexadecimal No. A25

A mean 10 - 2 - 5
1010 - 10 - 101

so A25 to binary No. 101010101

i hope you will do this.

Good luck!!!!!

msdscompliance

WRONG!

Good luck if you pay any attention to nonsense like the above. kirlose_jones1 has overlooked the fact that each hexadecimal digit corresponds to 4 binary digits, so A = 1010, 2 = 0010, and 5 = 0101.
Put that all together and A25 = 101000100101.
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