Solver complementary, supplementary angle calculator

Source code of 'complementary, supplementary angle calculator'

This Solver (complementary, supplementary angle calculator) was created by by hummingbird(0)

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==section input
The angles is A *[input angle=30] degrees. Find its complementary, supplementary angles and convert angles into radian.

==section solution
perl
if($angle<0 || $angle>90)
{
print " Please enter the value between 0 to 90 degrees. in order to get both complementary and supplementary angles together";
}
else{
my $angle1=90-$angle;
my $angle2=180-$angle;
my $c=$angle1*2*3.14159265/360;
my $s=$angle2*2*3.14159265/360;

print "
<A HREF=Complementary_angle.wikipedia>Complementary Angles</A>
The sum of complementary angles is 90 degrees. Since one angle is
given as $angle degrees, the other angle is {{{90-$angle}}}, or
$angle1 degrees.

<A HREF=Supplementary_angle.wikipedia>Supplementary Angles</A>
The sum of supplementary angles is 180 degrees. Since one angle is
given as $angle degrees, the other angle is {{{180-$angle}}}, or
$angle2 degrees.

Conversion of angles from <b><A HREF=Degree_%28angle%29.wikipedia>degrees</A></b> to <b><A HREF=Radian.wikipedia>radian</A></b>:
The relation between two units of angle measurement is :
 
2*{{{pi}}} rad = 360 degrees

Complementary angle:
{{{C=$angle*2*pi/360=$c}}} rad

Supplementary angle:
{{{S=$angle2*2*pi/360=$s}}} rad

So, the answer is that the complementary angle is $angle1 degrees or $c rad and corresponding Supplementary angle is $angle2 degrees or $s rad.

For more on this topic, See the lessons on <A HREF=http://www.algebra.com/algebra/homework/Angles/Introduction-and-Properties-of-Angles.lesson>Angles and its properties</A>

";
}
==section output
angle1,

==section check
  angle=40 angle1=50