### $2.$ Pythagorean Theorem

The Pythagorean theorem says that the length $C$ of a hypotenuse of a right$-$triangle can be calculated the lengths $A$ and $B$ of the other two sides, using the Pythagorean theorem $-$ equation $(1).$

$$

C$^2=$ A$^2+$ B$^2\backslash$:$\backslash$;$\backslash$:$\backslash$:$\backslash$:$\backslash$: $(1)$

$$

Here are requirements for the function m$-$file.

$-$ Parameter lists $($inputs$)$: Lengths $C$ and $A$

$-$ Return value $($outputs$)$: Length $B$ from the equation $(1)$

$-$ Function name: $**$Pythagorean$\_$yourEmailAccount$**$

Using a script m$-$file which will call the $*$Pythagorean$*$ function, save outputs with following given inputs.

$-$ If the given inputs are $C $=13$$ and $A $=5$$$,$ find the outputs of your $**$Pythagorean$\_$yourEmailAccount$**$ function. Then save the return values on $***$EX$1\_6.$dat$***.$

$-$ If the given inputs are $C $=15$$ and $A $=10$$$,$ find the outputs of your $**$Pythagorean$\_$yourEmailAccount$**$ function. Then save the return values on $***$EX$1\_7.$dat$***.$

$-$ If the given inputs are $C $=12$$ and $A $=5$$$,$ find the outputs of your $**$Pythagorean$\_$yourEmailAccount$**$ function. Then save the return values on $***$EX$1\_8.$dat$***.$

$-$ If the given inputs are $C $=5$$ and $A $=2$$$,$ find the outputs of your $**$Pythagorean$\_$yourEmailAccount$**$ function. Then save the return values on $***$EX$1\_9.$dat$***.$

$-$ If the given inputs are $C $=6$$ and $A $=4$$$,$ find the outputs of your $**$Pythagorean$\_$yourEmailAccount$**$ function. Then save the return values on $***$EX$1\_10.$dat$***.$