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P. 3

ii.    Y = (A’ + B)’ + (B·C’)’
                                                                                                      [4 marks]


                                       A




                                       B

                                                                                      Y

                                       C

                                                                                         ?
                              iii.   Write the value for each stage of the logic diagram in Figure 1 below:
                                                                                                      [2 marks]

                                      A = 1, B = 0, C = 0

                                                             p


                                                                              r


                                                                                                     Figure 1
                                                               q
                                                                             s
                                                               Figure 1
                                     p :  ________________

                                                     P = 0 ; q = 1 ; r = 0 ; s = 1

                              iv.    Based on logic diagram above, write Boolean expression to represent the circuit.
                                                                                                      [2 marks]
                                      W = (AC + B) (B’ + C)

                              v.     Write the truth table for the logic diagram in Figure 1.
                                                                                                       [4 marks]
                                        A   B   C    AC   B’   B’+C   AC+B    W
                                        0   0    0    0    1     1      0     0
                                        0   0    1    0    1     1      0     0
                                        0   1    0    0    0     0      1     0
                                        0   1    1    0    0     1      1     1
                                        1   0    0    0    1     1      0     0
                                        1   0    1    1    1     1      1     1
                                        1   1    0    0    0     0      1     0
                                        1   1    1    1    0     1      1     1








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