Write a program that lets a user enter two vectors, A and B$,$ of arbitrary

magnitude. You should prompt the user to enter the x$/$y$/$z components of each

vector. Then, you should output $($in a clearly labeled way$),$ the results of these

computations:

$$ The magnitude of vector A and the magnitude of vector B

$$ A $+$ B

$$ A $$ B

$$ And the dot product $($inner product$)$ of A and B

Note: You should use lists when solving this problem. Later we will see some

other ways to work with vectors more directly.