It's always strange why a decimal is added to the pre-defined data type of C #. Isn't float and double enough? I am going to dig it out today.
Floating Point Type
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CTS Type
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Significant Figures
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We all know that in the program language and the database of various numeric types decimal,numeric,float,double,real ..., sometimes inadvertently will be a problem, in addition to mastering the basic principles of data storage, but also to carefully
It's been weird. Why is a decimal added to the predefined data types of C #, and is it enough to have float and double? Come and dig a hole today.
Floating-point type
Name
CTS Type
De script ion
Significant figures
Range
Transferred from: http://www.cnblogs.com/lovewife/articles/2466543.htmlSingle precision refers to a 4-byte floating-point number, which is the floatA double is a 8-byte floating-point number, which is doubleDecimal is a high precisionFloating point
The BCD code is actually the number in the digital circuit that was previously said to represent a number in a 0-9 with a 4-bit binary value.Example: 0000=0 0001=1 0010=2 0011=3This means that if a number is used as a BCD code, for example: 11
Number of python3 (in actual application -- hexadecimal, octal, and binary notation)----------
Python integers can be written in hexadecimal, octal, and binary notation to supplement general decimal notation. Example:
>>> 0o1, 0o20, 0o377 # octal (2
You have not met in SQL 1 is not equal to 1 (1<>1) situation!? Here's an example to illustrate the situation.Let's start with a brief introduction to the four numeric data types in the header.In T-SQL, numeric and decimal are exact numeric data
The solution for converting float to varchar into a scientific counting method in MSSQLWhen the system was initialized, because of a colleague, there was no single quotation mark in front of the numeric data, resulting in a float type after entering
Introduction
As we all know, a computer system uses a binary number system, and the machine code and command code it can recognize are all sequences composed of 0 and 1. In our daily life, we use a decimal number system. Why can't computers only use
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