If p and q are integers, such that p < 1 < q, and s is a nonnegative integer, which of the following must be true?  Choose the correct choice from the following choices
A) p^2 < q^2	B) p + q = 0	C) sp < sq	D) sp ≠ sq	E) p/q < s
We're told that P &lt; 0 &lt; Q and that S is a NON-NEGATIVE INTEGER. We're asked which of the following MUST be true.   P = -2   Q = 1   S = 0   Answer A: P^2 &lt; Q^2.... 4 &lt; 5 is TRUE   Answer B: P+Q=0... -2+1 = -1 NOT TRUE   Answer C: SP &lt; SQ... 0 &lt; 0 NOT TRUE   Answer D: SP ≠ SQ... 0 = 0 NOT TRUE   Answer E: P/Q &lt; S... -2/1 &lt; 0 not TRUE   p^2 &lt; q^2
<result>A</result>
If p and q are integers, such that p < 1 < q, and s is a nonnegative integer, which of the following must be true?