Suppose that \(A\subset B\) , so \(A\) is a proper subset of…

Suppose that \(A\subset B\) , so \(A\) is a proper subset of \(B\). What else can you for sure conclude must be true? Select all that apply (Hint: it could help to draw a picture). Note on notation: \(S\not\subseteq T\) means “S is not a subset of T”, i.e. \(\neg (S\subseteq T)\)

Code Segment 1if (a > 0)   if (b < 0)      x = x + 5;   else...

Code Segment 1if (a > 0)   if (b < 0)      x = x + 5;   else      if (a > 5)         x = x + 4;      else         x = x + 3;else   x = x + 2; Refer to Code Segment 1. If x is currently 0, a = 5 and b = 5, what will x become after the statement shown is executed?