A questionnaire consists of four multiple choice questions. Participants can only select one answer for each question. The first question has 5 choices, the second has 4 choices, the third has 6 choices, and the fourth has 5 choices. What is the total number of different ways in which this questionnaire could be completed?
Show your calculations.
1st question can be solved in 5 ways
2nd question can be solved in 4 ways
3rd question can be solved in 6 ways
4th question can be solved in 5 ways
total number of different ways in which this questionnaire could be completed = 5*4*6*5
( since each question is independent of each other )
total number of different ways in which this questionnaire could be completed = 600
A questionnaire consists of four multiple choice questions. Participants can only select one answer for each...
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