To find 10 rational numbers between -3/11 and 8/11, we can create an arithmetic progression with a common difference of (8/11 - (-3/11))/11, which simplifies to 11/11 * 11/11 = 1/11.
Starting with the lower bound, -3/11, we can generate the following rational numbers:
-3/11, -2/11, -1/11, 0/11, 1/11, 2/11, 3/11, 4/11, 5/11, 6/11
These ten rational numbers lie between -3/11 and 8/11.