binary32造句

例句与造句

1. The binary32 and binary64 formats are the " single " and " double " formats of IEEE 754-1985.
2. The figure below shows the absolute precision for both the binary32 and binary64 formats in the range of 10  " 12 to 10 + 12.
3. Note : consider converting 68.123 into IEEE 754 binary32 format : Using the above procedure you expect to get 42883EF9 H with the last 4 bits being 1001.
4. As stated previously, the binary32 and binary64 formats are identical to the " single " and " double " formats respectively of IEEE 754-1985 and are two of the most common formats used today.
5. Exponent is either an 8-bit signed integer from  " 128 to 127 ( 2's complement ) or an 8-bit unsigned integer from 0 to 255, which is the accepted biased form in IEEE 754 binary32 definition.
6. It's difficult to find binary32 in a sentence. 用binary32造句挺难的
7. If the unsigned integer format is used, the exponent value used in the arithmetic is the exponent shifted by a bias  for the IEEE 754 binary32 case, an exponent value of 127 represents the actual zero ( i . e . for 2 to be one, e must be 127 ).
8. For instance, if binary32 is the largest supported binary format, then a conversion from a decimal external sequence with 12 decimal digits is guaranteed to be correctly rounded when converted to binary32; but conversion of a sequence of 13 decimal digits is not; however the standard recommends that implementations impose no such limit .)
9. For instance, if binary32 is the largest supported binary format, then a conversion from a decimal external sequence with 12 decimal digits is guaranteed to be correctly rounded when converted to binary32; but conversion of a sequence of 13 decimal digits is not; however the standard recommends that implementations impose no such limit .)