Signed Binary Arithmetic For each of the pairs in the table below: a) Convert X and Y binary b) Compute X+Y (the 8-bit sum) c) Compute Y (the 2's complement of Y) d) Compute XY X+Y (the 8-bit difference) e) Indicate the signs of X, Y, X+Y, Y, and XY f) Convert X+Y, Y, and XY hexadecimal g) Indicate condition flag (z, n, c, v) values for X+Y, XY h) Which (if either) of X+Y and XY is honest? Where = 1) <0x4F, 0x6D> 2) <0xB3, 0x17> 3) <0xA3, 0x95> 4) <0x6E, 0x3A>