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## 2.2. Comparing Floating-Point Numbers

### Problem

Floating-point arithmetic isn't precise. You want to compare two floating-point numbers and know if they're equal when carried out to a certain number of decimal places. Most of the time, this is the way you should compare floating-point numbers for equality.

### Solution

Use `sprintf` to format the numbers to a certain number of decimal places, then compare the resulting strings:

```# equal(NUM1, NUM2, ACCURACY) : returns true if NUM1 and NUM2 are
# equal to ACCURACY number of decimal places

sub equal {
my (\$A, \$B, \$dp) = @_;

return sprintf("%.\${dp}g", \$A) eq sprintf("%.\${dp}g", \$B);
}```

Alternatively, store the numbers as integers by assuming the decimal place.

### Discussion

You need the `equal` routine because most computers' floating-point representations aren't accurate. See the Introduction for a discussion of this issue.

If you have a fixed number of decimal places, as with currency, you can sidestep the problem by storing your values as integers. Storing `\$3.50` as `350` instead of `3.5` removes the need for floating-point values. Reintroduce the decimal point on output:

```\$wage = 536;                # \$5.36/hour
\$week = 40 * \$wage;         # \$214.40
printf("One week's wage is: \\$%.2f\n", \$week/100);

`One week's wage is: \$214.40````

It rarely makes sense to compare to more than 15 decimal places.

The `sprintf` function in perlfunc (1) and Chapter 3 of Programming Perl; the entry on `\$#` in the perlvar (1) manpage and Chapter 2 of Programming Perl; the documentation for the standard Math::BigFloat module (also in Chapter 7 of Programming Perl); we use `sprintf` in Recipe 2.3; Volume 2, Section 4.2.2 of The Art of Computer Programming