


Why Does `fmt.Printf` with `%g` and Width/Precision Fields Behave Unexpectedly?
fmt.Printf with Width and Precision Fields in %g Behaves Unexpectedly
When trying to format floats with a consistent width using fmt.Printf(), it may not behave as expected when using the %g format specifier with both width and precision fields.
According to the documentation, the precision field for %g sets the number of total digits, excluding any leading zeros. However, the %g format specifier has some unique behaviors that can be confusing.
Leading Zeros and Digit Counting:
- Leading zeros in the fractional part are not counted as digits.
- Trailing zeros after non-zero digits are counted as digits.
Examples:
- fmt.Printf("%.4g", 0.12345) gives 0.1235.
- fmt.Printf("%.4g", 0.012345) gives 0.01235.
- fmt.Printf("%.4g", 0.0012345) gives 0.001234.
Precision and Width:
- The width field specifies the minimum width, including any decimal points or exponents.
- If the number of digits exceeds the specified width, the width field will be ignored.
Your Case:
In your example, you used .9g, which specifies a minimum width of 10 and a total of 9 digits. However, the following behaviors occur:
- 0.0606060606060606: Requires 12 digits, so the minimum width is ignored.
- 0.3333333333333333: Requires 11 digits, so the minimum width is ignored.
- 0.05 and 0.4: Require 9 digits, which are less than the minimum width, so they are padded with spaces.
- 0.1818181818181818: Requires 9 digits after rounding, so the minimum width is ignored.
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