영어에서 Floating-point value 을 사용하는 예와 한국어로 번역
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Represents a vector with two single-precision floating-point values.
It defines a very large floating-point value, and then adds the product of double.
Represents a vector with four single-precision floating-point values.
It defines a very large floating-point value, and then adds the product of double.
Represents a vector with three single-precision floating-point values.
Comparing two floating-point values for equality might not always work as expected.
Writes the text representation of a 4-byte floating-point value to the text stream.
The confusion stems from the fact that the term,"not a number", has a specific meaning for numbers represented as IEEE-754 floating-point values.
The following example defines a large single-precision floating-point value, and then adds the product of Single.
A floating-point value, either using scientific notation, if the exponent is greater than the precision or less than, otherwise without the use of scientific notation.
The following example defines a large single-precision floating-point value, and then adds the product of float.
In the above example, because the floating-point value 0.1 has no finite binary representation, the first call to the method with a value of 4.5 returns 4 instead of 5.
Performing additional mathematical operations on the original floating-point value often increases its lack of precision.
Operations with floating-point values do not throw exceptions, unlike operations with integral types, which throw exceptions in cases of illegal operations such as division by zero or overflow.
All floating-point numbers have a limited number of significant digits, which also determines how accurately a floating-point value approximates a real number.
The Single data type stores single-precision floating-point values in a 32-bit binary format, as shown in the following table.
Unlike operations with integral types, which throw exceptions in cases of overflow orillegal operations such as division by zero, operations with floating-point values do not throw exceptions.
Adjusts the number of digits displayed for floating-point values, including float4, float8, and geometric data types.
It defines a very large floating-point value, and then adds the product of double. Epsilon and one quadrillion to it.
For information about how format strings control the string representation of floating-point values, see the Standard Numeric Format Strings and Custom Numeric Format Strings topics.
No differentiation is made between an integer and floating-point value: some implementations may treat 42, 42.0, and 4.2E+1 as the same number while others may not.
For information about how format strings control the string representation of floating-point values, see the Standard Numeric Format Strings and Custom Numeric Format Strings topics.
The size of the ByteArray object created is fixed to 512 floating-point values, where the first 256 values represent the left channel, and the second 256 values represent the right channel.
Performing additional mathematical operations on the original floating-point value often tends to increase its lack of precision.
A Floating-point Signed hexadecimal double-precision floating-point value that has the form[-]0Xh. hhhhP±dd, where h. hhhh are the hex digits(using capital letters) of the mantissa, and dd are one or more digits for the exponent.
NotFiniteNumberException The exception that is thrown when a floating-point value is positive infinity, negative infinity, or Not-a-Number(NaN).
You can convert the string representation of a floating-point value to a Single value by calling the Parse or TryParse method.
The following example defines a large single-precision floating-point value, and then adds the product of Single. Epsilon and one quadrillion to it.
F Floating-point Signed value that has the form[-]dddd. dddd, where dddd is one or more decimal digits.
E Floating-point Signed value that has the form[-]d. dddde±dd[d] where d is one decimal digit, dddd is one or more decimal digits depending on the specified precision, or six by default, and dd[d] is two or three decimal digits depending on the output format and size of the exponent.