Degrees minutes seconds in Excel IME:ALT+41443 stands for "°"ALT+41444 stands for "the"ALT+41445 stands for "the"Excel degrees Seconds to decimal method:=left (m40,3) +mid (M40,find ("°", M40) +1,2)/60+mid (M40,find ("'", M40) +1,2)/3600Note: (m40,3) the degree has 3 digits, the same as seconds. The second digit is still counted as a decimal.MID: Returns a special number of characters starting at the specified position in the text stringExcel decimal conversion to degrees minutes seconds method:
; + - } $ Else $ { - intPos; - for(inti =1; I - i) the { - if(Y[i] = = a)//find the position of the value A in the remainder arrayWuyi { thecout "("; -pos =i; Wu } -cout //the number of the loop output loop part About } $ if(cnt> -) -cout "....)"Endl; - Else -cout ")"Endl; Acout "=number of digits in repeating cycle"Endl; + the } - $ } t
; - while(!vis[n]N) { thevis[n]=CNT; *S[cnt]=n;//The s array is stored with the corresponding remainder $r[cnt++]=n*Ten/m;//The r array is stored in the corresponding quotientPanax Notoginsengn=n*Ten%m; - } the +printf"%d/%d =%d.", t,m,r[0]); A the for(intI=1; i -; i++){ + if(s[i]==nn) printf ("("); -printf"%d", R[i]); $ } $ if(!n) printf ("(0"); - if(CNT > -) printf ("..."); -printf") \ n"); theprintf"%d = number
At the beginning of this topic, there is no idea, after all, double type to retain 16 decimal places. After looking at other people's ideas to find that we should simulate the process of fractional division, in the process of simulation if the remainder has already appeared in the previous, then it will be here to form a circular section; This topic is a bit more than the pit is the output format, I was on the top of the WA several rounds.The code is as follows:/*id:15674811Lang:c++prog:fracdec*
, because the range of float values is usually larger than the integer.
Example 1. Floor () example
echo floor (4.3); 4
echo Floor (9.999); 9
?>
Three, round-the floating-point number rounding
Description
Float round (float val [, int precision])
Returns the result of rounding Val based on the specified precision precision (number of digits after decimal point). Precision can also be negative or 0 (the default value).
Example 1. Round () example
Echo round (3.4); 3
Echo rou
Math.Round (45.367,2) //Returns 45.37math.round (45.365, 2) // Returns 45.36C # round () is not our Chinese understanding of rounding, is the foreigner's rounding, is in line with the IEEE standard rounding, specifically four six into, the following is in line with the Chinese understand the roundingMath.Round (45.367,2, Midpointrounding.awayfromzero); // 45.37 Math.Round (45.365,2, Midpointrounding.awayfromzero) // Returns 45.37 Double Dvalue =95.12345;intIvalue =10000;strin
, there are the following scenarios
Front
Background
Results
ToFixed
DecimalFormat or NumberFormat
Inaccurate rounding, but consistent results
The improved tofixed
BigDecimal using ROUND_HALF_UP mode
Exactly 455, and the results are consistent.
Because of the diversity of browsers, the infinite nature of the data, not too much testing, this is only a preliminary conclusion. It is best to make sure that it is f
Http://www.cnblogs.com/Raymon-Geng/p/5784290.htmlHere are three ways toRound (a,2)'%.2f '% ADecimal (' 5.000 '). Quantize (Decimal (' 0.00 '))When the required output result requires two decimal places, the string form: '%.2f '% A is best, followed by decimal.To be aware of:1. Can be passed to a decimal integer or string parameter, but not floating point data, because the floating-point data itself is inaccurate.2. Decimal can also be used to limit the total number of digits in the data.Python f
Oracle decimal point retention problem
2013-03-03 11:45:49 I'd like to say two shm2008520
collections I want to contribute
Oracle decimal point retention problem If you need to use the Oracle decimal point reservation problem in your application, the method is very simple and we can do it with round (_data,2) ), but if it is not neatly formatted, You can use the round, the following is the network search to the processing method: www.2cto.com meth
Original address: http://blog.csdn.net/skyandcode/article/details/23523815Problem:The float Momey type in the database will be accurate to many decimal places. But sometimes we don't need to be that precise, for example, to only be accurate to two significant digits.Solve:1. Use the Round () function, such as the Round (@num, 2) parameter 2, to retain a two-bit valid number.2. A better approach is to use CONVERT (decimal (18,2), @num) to implement the conversion, and decimal (18,2) specifies a v
functions of formatted data in JS to retain two decimal digits
Best way:
Keep the two-bit like this.
var a = 9.39393;
Alert (a.tofixed (2));
Description
Alert (number.tofixed (9.39393));The return is 9.39But only ie5.5 versions are supported.
Other methods:
Method One:
function Roundfun (numberround,rounddigit)//rounded, reserved digits rounddigit
{
if (numberround>=0)
{
var tempnumber = parseint (Numberround * MATH.POW (10,rounddigit) +0.5))/math.pow (10
Tags: mysq row storage data problems post data table appears MySQL popularWhen you create a MySQL data table, you often encounter storage decimals (floating point numbers), such as: Price, weight, height, etc.There are three types of storage solutions prevalent in large companies:1, the data to expand the multiples of 10 to use integer type storage purposes.For example, the price, we often divided into units for storage, that is, to expand the data 10
Reprint Source: HTTP://BLOG.CSDN.NET/YF210YF
Matlab takes the whole function: fix, floor, ceil, round. The rounding function is useful in programming. First, take the whole function 1. To 0 rounding (truncated rounding)
fix-to 0 rounding (Round towards zero);
>> Fix (3.6)
Ans = 3 2. Negative Infinity rounding (maximum integer-Gaussian rounding with no more than X)
floor-to negative infinite rounding (Round towards minus infinity);
>> Floor (-3.6)
Ans =-4 3. Rounding to positive infinity (sm
Label:
SQL Server two ways to keep several decimals
The float Momey type in the database will be accurate to many decimal places. But sometimes we don't need to be that precise, for example, to only be accurate to two significant digits.Solve:1. Use the Round () function, such as the Round (@num, 2) parameter 2, to retain a two-bit valid number.2. A better approach is to use CONVERT (decimal (18,2), @num) to implement the conversion, and
Coutfixed) requires header file # include Then output the real type variable that can retain 2 decimal places output, of course you want to keep three decimal places, Setprecision (3) on the line.Setprecision refers to setting the output precision when there is noCoutfixed), the output format is a valid number of digits for the data, such asfloat 123.666; cout5) Will output 123.67 (note here that it will be rounded up). If the parameters in the setprecision are less than the integer digits, they
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