[MSDN Library April 2000] Floating-Point Math (50.46808030679%)
MSDN Library - April 2000 > Visual Studio 6.0 Documentation > Visual C++ Documentation > Reference > C/C++ Language and C++ Libraries > C Language Reference > Implementation-Defined Behavior > Floating-Point Math
[MSDN Library April 2000] Floating-Point Support (45.6896551724138%)
MSDN Library - April 2000 > Visual Studio 6.0 Documentation > Visual C++ Documentation > Using Visual C++ > Visual C++ Programmer's Guide > Run-Time Library Reference > Run-Time Routines by Category
[MSDN Library April 2000] Floating to Integral (35.441282855076%)
MSDN Library - April 2000 > Visual Studio 6.0 Documentation > Visual C++ Documentation > Reference > C/C++ Language and C++ Libraries > C++ Language Reference > Standard Conversions > Floating and Integral Conversions
[MSDN Library September 1992] Floating to Integral (34.8290928087193%)
Product Documentation > C/C++ 7.0 > C++ Language Reference > Chapter 3 Standard Conversions > 3.4 Floating and Integral Conversions
[MSDN Library September 1992] Floating-Point Constants (33.9261313399244%)
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[MSDN Library September 1992] Floating-Point Constants (33.8111888111888%)
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[MSDN Library April 2000] Floating and Integral Conversions (33.1685555823487%)
MSDN Library - April 2000 > Visual Studio 6.0 Documentation > Visual C++ Documentation > Reference > C/C++ Language and C++ Libraries > C++ Language Reference > Standard Conversions > Floating and Integral Conversions
[MSDN Library April 2000] Floating Move (fmov) (32.4198897407184%)
MSDN Library - April 2000 > Visual Studio 6.0 Documentation > Visual C++ Documentation > Compaq Alpha Documentation > Alpha Assembler 3.04.00 > Floating-Point Instruction Operand Descriptions > Floating-Point Arithmetic Instructions
[MSDN Library September 1992] Floating-Point Math Error Messages (30.8149744572158%)
Product Documentation > C/C++ 7.0 > Comprehensive Index and Errors Reference > PART 2 Error Messages > Command-Line Error Messages
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Product Documentation > C/C++ 7.0 > C++ Language Reference > Chapter 2 Basic Concepts > 2.10 Numerical Limits