Suppose we would like to build function Y= 2x + 3 where X denotes a 3-bit unsigned value (r2xlx02 and Y y4. y0 is a 5-bit value in hardware. Construct its truth table where input bits are x2, xl, and x0 and output bits are y4 through y0. Then do the following for output y2 (you may repeat this for the other outputs): a. Determine the canonical SOP expression for output bit y2. b. Write the min-terms for y2. c. Use K-map and find a minimal SOP expression for y2 d. Draw a minimal NAND circuit for y2. canonical and the minimal SOP expressions. 2.11 Repeat Problem 2.10 but this time use POS expressions for y2