Problem 5: (3 pts): Use a K-map on the following function and find the minimum sum of products expression: F = A'B' + ABD' + AC'D' + BD+ AB'CD Problem 6: (6 pts) There are four inputs and two outputs. The inputs, w, x, y, -, are codes for the grade that may be received: 0000 A+ 0100 A 1000 A- 1100 Incomplete 0001 B+ 0101 B 1001 B- 1101 Satisfactory 0010 C+ 01100 1010 C- 1110 Unsatisfactory 0011 D 0111 E 1011 XE 1111 Pass The outputs A and B are: A: a 1 if and only if the grade is C or better (letter grades only) B: a 1 if and only if it will be counted in computing a grade point average (letter grades only, XE = 0 GPA) Find the minimum sum of products expression for each output