Serutan
Eatibus Anythingibus
Originally posted by ainwood
I might be mis-interpreting the question, but a single precision floating point takes 4 bytes of memory, and the double takes 8 bytes.
I probably *did* phrase things too vaguely... What I want
to know is the number of bits of precision for both
mantissa and exponent in single and double precision floating point numbers which use the IEEE-754 floating point format.
For purposes of the question, the sign bit does not count as one bit of precision.
Hope that helps