Remember, when not coerced into a type, None doesn$$t return anything. This problem asks you

to implement a $$smart$"$ problem solver for triangles.

To remind you, in a right triangle:

tan $\backslash$theta $=$ A

B $(40)$

tan$1($tan $\backslash$theta $)=$ tan$1($ A

B $)(41)$

$\backslash$theta $=$ tan$1($ A

B $)(42)$

The equations on lines $(41-42)$ show the inverse tangent. The math module has both tangent

$($as math.tan$)$ and inverse tangent $($math$.$atan$).$ These use radians instead of degrees, so you$$ll

have to convert. The math module also has functions to convert: math.radians$()$ takes degrees

and returns radians, math.degrees$()$ takes radians and returns degrees. To remind you:

$\backslash$pi radians $=180$ degrees

In this problem, you$$ll write a $$smart$$ problem solver. The user calls the function solve$($theta$,$opposite,

adjacent$).$ When one of the variables is None, the function returns the answer for that missing

value. Remember, None is considered False as a Boolean value. When all the variables have

values, the function returns whether the equation is True or False. Here$$s a run: