question_answer

Direction: In the following questions, six dice with their top faces erased have been given. The opposite faces of the dices have dots which add upto thirteen. Work out the number of dots on the top faces, according to the question and spot your answer from amongst the given alternatives. If dice I, II and III have odd number of dots on  their upper faces and dices IV, V and VI have even number of dots on their bottom faces, then what would be the difference in the total  number of top face dots between these two sets?            

A)              0                                            

B)              4

C)              8                                

D)              1