let's assume
Year 1999, X1= smallest revenue, Y1 = largest revenue
Year 2000, X2= smallest revenue, Y2= largest revenue
X1-Y1=240
X2-Y2=320
the smallest possible range is when X1 and Y1 are in between X2 Y2, since it's impossible for X2 Y2 to be in between X1 Y2.
For instance, X1=760 Y1 =1000
For Y2 to be in the range of 760 and 1000, Y2 has to be smaller than 1000 and X2 be larger than 760. then if Y2 is 999, X2 will be 679. You can see that X2 can never be larger than 760 if Y2 is smaller than 1000, Vise versa...
since we know that the sheet has L=6 W=1....if you want to wrap the cubic using this sheet...it's obvious that any cubic having s>1 is impossible to wrap, so the largest has to be 1*1*1=1 feet^3