$($Part II$)$ Using MATLAB Assume that you have two vectors named $U$ and $V$ of different lengths. Create a vector $W$ that combines $U$ and $V$ alternatively in a manner similar to part $($a$).$ However, if you run out of elements in one of the vectors, $W$ also contains the elements remaining from the longer vector.

Requirement: You are using your $U$ and $V$ in this example for your program. But your program should work if we ONLY change $U$ and $V$ to any other vectors of the same length.

For example: $U=[1,2,3,4],V=[-5,-8],$ then

$W=[1,-5,2,-8,3,4]$

For example: $U=[7,8,9],V=[-1,-2,-3,-4,5],$ then

$W=[7,-1,8,-2,-3,9,-4,-5]$

Step $1$: $\%$ define $U$ and $V$

Step $2$: $\%$ use min$(...)$ to find the shorter length of $U$ and $V$ and define a new variable $"mL"$ to save it

Step $3$: $\%$ create $W$ of the length $mL$

Step $4$: perform Step $3$ and Step $4$ in part $($a$)$ to define $W.$

Step $5$: $\%$ concatenate three vectors : end