Construct a VI with one numeric input n that builds an array containing n Fibonacci

numbers, beginning with F$1.$ Fibonacci numbers are the sequence of numbers, denoted

by Fn$,$ defined by the relation

Fn $=$ Fn$-2+$ Fn$-1$

where F$1=1$ and F$2=1.$ Table $1$ shows the values of Fn you should obtain for the first few

values of n $($all inputs are positive integers$).$ Your VI should create this table.

n Fn

$11$

$21$

$32$

$43$

$55$

$68$

$713$

$821$

$934$

$1055$

This one is a bit tricky, so before deciding what type of loop to use, you may want to

consider an important difference between For Loops and While Loops. A While Loop always

executes at least once because the VI checks the conditional terminal at the end of each loop

iteration. However, a For Loop does not possess this attribute; if a value less than one is wired

to the Count terminal, the For Loop will not execute. Keep this in mind when initializing the

output array and use shift registers to initialize your array. Consider carefully how to construct

your VI so that your output array is accurate for n $=1$ and n $=2,$ as well as the values computed

using the formula. Save your VI as $$Name $$ Lab$1$ProbSetB $-$ P$3.$vi