The candidates were required to:
                    (i)         connect the circuit as shown and obtain  voltage and current readings;
                    (ii)        calculate  the voltage and current in each branch.
                    The expected answers were:
                                     Tables   3
                    
                      
                        | Quantity
 | Value | 
                      
                        | V1 | 5.625V | 
                      
                        | V2 | 3.375V | 
                      
                        | V3 | 6.907V | 
                      
                        | V4 | 2.093V | 
                      
                        | I | 490.6mA | 
                    
                                                 
                      (g)        V1  + V2  =  (5.625 + 3.375)V  =  9v
                      (h)        V3  + V4  =  (6.907 + 2.093)V  =  9v
                      (i)         Results  obtained from steps  (g)  and  (h)  were found to be the same.
                      (j)         I3  =  V3 =     6.907       =  0.2093A  or   209.3mA  
                      R3              33        
                    (k)          I1  =  V1   =   5.625       =   0.2813A or 281.3m A
                           R1             20
                      (l)         I3  +   I1    =  (0.2093   +  0.2813) A = 0.4906A or 490.6mA
                      (m)      On  comparing step (l) with the value of I, they were the same.
The candidates understood the task, they  connected the resistors as required and obtained readings of the current and  voltage drop.  However, some of the  candidates’ readings were not correct or not expressed in the correct units.