Lab$11$A: All math, all the time

Write a method allMath$()$ which takes in two numbers as inputs and returns a tuple containing the result of each arithmetic operation between both numbers in the following order: addition, subtraction, multiplication, division, floor division, modulus, power. If one of the operations requires a division by $0,$ replace its result with $$None$.$ For example:

$$ allMath$(2,3)$ would return the tuple $(5,-1,6,0\mathrm{.}6666666666666666,0,2,8)$

$$ allMath$(1,8)$ would return the tuple $(9,-7,8,0\mathrm{.}125,0,1,1)$

$$ allMath$(6,0)$ would return the tuple $(6,6,0,$ None, None, None, $1)$

$$ allMath$(7,8)$ would return the tuple $(15,-1,56,0\mathrm{.}875,0,7,5764801)$

Outside the method, prompt the user for two numbers, pass those two numbers to allMath, and then print out the result, as the sample outputs below show.

Note: You can assume both inputs are valid numbers $($i$.$e$.$ you don$$t need to check if the inputs are numbers$)$

Hint: Remember that, while tuples are immutable, you can concatenate two tuples, much like you would two strings.

Sample outputs $($user input in bold$)$:

Enter your first number: $5$

Enter your second number: $4$

Your resulting tuple is $(9,1,20,1\mathrm{.}25,1,1,625)$