I have refactored your code:
use warnings; use strict; # Get the input print "\nEnter the power: "; chomp(my $power = (<STDIN>)); if (($power =~ /\D/) or ($power == 0) or ($power > 9)) { die "Error: $power is not a positive integer less than 10"; } # Do the work my $result = binomial_power(1, $power, 1); # And print it out print "The result is: \n(x + y)^$power = $result\n"; sub binomial_power { my ($c, $xp, $yp) = @_; my $result = $c . "x^" . $xp . "y^" . ($yp - 1); $result =~ s/1x/x/g; $result =~ s/([xy])\^1/$1/g; $result =~ s/[xy]\^0//g; if ($xp > 0) { $result . " + " . binomial_power((($c * $xp)/$yp), ($xp-1), ($ +yp+1)); } else { return $result; } }
While I haven't eliminated the formatting regexes, I have combined a couple of them.

Please fix the spelling of "Binomals" in your title; it will help others find your code when searching.

UPDATE: changed input checking to reject power > 9, since our code does not support it.


In reply to Re: Algebraic Expansion of Binomials Using a Recursive Subroutine by toolic
in thread Algebraic Expansion of Binomials Using a Recursive Subroutine by lilgreen

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