A double is a 64 bit IEEE 754 floating-point. Double can provide precision up to 15 to 16 decimal points.
A REAL(8) or DOUBLE PRECISION constant has more than twice the accuracy of a REAL(4) number, and greater range. A REAL(8) or DOUBLE PRECISION constant occupies eight bytes of memory. The number of digits that precede the exponent is unlimited, but typically only the leftmost 15 digits are significant.
You can try BigDecimal for this purpose
Double toBeTruncated = new Double("3.5789055");
Double truncatedDouble = BigDecimal.valueOf(toBeTruncated)
.setScale(3, RoundingMode.HALF_UP)
.doubleValue();
You can't set the precision of a double (or Double) to a specified number of decimal digits, because floating-point values don't have decimal digits. They have binary digits.
You will have to convert into a decimal radix, either via BigDecimal
or DecimalFormat
, depending on what you want to do with the value later.
See also my answer to this question for a refutation of the inevitable *100/100 answers.
This is an easy way to do it:
String formato = String.format("%.2f");
It sets the precision to 2 digits.
If you only want to print, use it this way:
System.out.printf("%.2f",123.234);
To set precision for double values DecimalFormat
is good technique. To use this class import java.text.DecimalFormat
and create object of it for example
double no=12.786;
DecimalFormat dec = new DecimalFormat("#0.00");
System.out.println(dec.format(no));
So it will print two digits after decimal point here it will print 12.79
This worked for me:
public static void main(String[] s) {
Double d = Math.PI;
d = Double.parseDouble(String.format("%.3f", d)); // can be required precision
System.out.println(d);
}
Here's an efficient way of achieving the result with two caveats.
See sample test cases here.
123.12345678 ==> 123.123
1.230000 ==> 1.23
1.1 ==> 1.1
1 ==> 1.0
0.000 ==> 0.0
0.00 ==> 0.0
0.4 ==> 0.4
0 ==> 0.0
1.4999 ==> 1.499
1.4995 ==> 1.499
1.4994 ==> 1.499
Here's the code. The two caveats I mentioned above can be addressed pretty easily, however, speed mattered more to me than accuracy, so i left it here.
String manipulations like System.out.printf("%.2f",123.234);
are computationally costly compared to mathematical operations. In my tests, the below code (without the sysout) took 1/30th the time compared to String manipulations.
public double limitPrecision(String dblAsString, int maxDigitsAfterDecimal) {
int multiplier = (int) Math.pow(10, maxDigitsAfterDecimal);
double truncated = (double) ((long) ((Double.parseDouble(dblAsString)) * multiplier)) / multiplier;
System.out.println(dblAsString + " ==> " + truncated);
return truncated;
}
The precision of double
and float
is fixed by their size and the way the IEEE floating point types are implemented.
The number of decimal digits in the output, on the other hand, is a matter of formatting. You are correct that typing the same constant over and over is a bad idea. You should declare a string constant instead, and use its symbolic representation.
private static final String DBL_FMT = "##.####";
Using a symbolic representation would let you change precision in all places the constant is used without searching through your code.
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