In python please

$4\mathrm{.}23$ Lab $03$: Triangles

To complete this week's lab, you will be given $3$ inputs which represent a possible triangle, and you need to determine if those three inputs would construct a right triangle. If the $3$ sides do not form a right triangle, then you will need to determine if they form a triangle at all. You will not know which input of the three given is the measurement of the longest side, however.

The formula to determine if $3$ lengths form a right triangle is to see if the short side squared $+$ the other short side squared equals the long side squared.

Determining if $3$ lengths form a triangle

The formula to determine if $3$ lengths form a triangle is to see if the sum of the two short sides is greater than the longest side.

Sample Execution

$3$

$5$

$4$

These lengths form a right triangle

$\backslash$table$[[$Case$,$Input,Output,Points$],[$Sides do form a right triangle,$3,5,4,$These lengths form a right triangle,$20],[$Sides do form a right triangle,$7,24,25,$These lengths form a right triangle,$20],[$Sides do form a triangle,$9,38,41,$These lengths form a triangle,$20],[$Sides do form a triangle,$13,10,5,$These lengths form a triangle,$20],[$Sides do not form a triangle,$6,15,8,$These lengths do not form a triangle,$20]]$