For the following Linear Programming problem, answer the question down below:

Max: Profit $=30**1+25**2$

Subject to:

Assembly: $2**x1+5**250$

Inspection: $2**x1+x211$

Storage: $,x1+x213$

$x1,x20$

Suppose, the optimal solution for this problem is $x1=0\mathrm{.}625$ and $x2=9\mathrm{.}75$

Which of the following statements is NOT true?

If we increase the available inspection time from the current $11$ hours, the optimal solution changes

If we increase the available storage space from the current $13$ cubic feet, the optimal solution changes

If we increase the available assembly time from the current $50$ hours, the optimal solution changes

If we decrease the available storage space from the current $13$ cubic feet to $10,$ the optimal solution changes