Figure $2$: Block diagram for the sub VI$.$

$($a$)6$ points$)$ The for loop and while loop structures use auto$-$indexing tunnels to generate $1$D arrays of signed

$32-$bit integers. Assume the value for N is set to be $7,200,000.$ How many elements are in the $1$ D arrays

displayed by the indicators labeled output $1$ and output $3,$ respectively? What are the $10000$ th elements

in output $1$ and output $3,$ respectively?

$($b$)(4$ points$)$ Describe the indicators labeled output $2$ and output $4$ in a sentence or two.

$($c$)(20$ points$)$ Code and execute the sub VI shown in Figure $2.$ Using the LabVIEW code provided in

$"$ps$3\_$p$9\_$starter.vi$"$ as a starting point, complete a VI to automate the measurement of the average loop

execution time. Place the sub$-$VI inside a for loop and execute it $31$ times. Initialize the sub$-$VI to make a

small change to the size of the array it creates during each iteration. Use the loop to generate arrays of the

execution times for both the for and while loops within the sub$-$VI$.$ Exclude the first measured time

and compute the average execution time for each loop type. Run your code and include screenshots of

both the front panel and block diagram in your written submission. Additionally, submit the entire code

as a zip file along with your written solutions. Record the average execution time for both the for and

the while loops, and based on your results, determine which loop structure is more efficient.

Figure $3$: Initialization code for the sub VI$.$