“We have a panel that reviews every paper. If there is an error, the first step is to remove that mark so that no one is compromised. If an error has been declared, we will tell markers to ignore question 5 so that everyone is covered and there is fairness. As the exam was out of 100, everyone will be marked on 93. The second step is to check what the impact was on the pupils.”
If there is an error with the question, how was it possible for the examiners to set an impossible mathematics question for matric exams that goes past quality checks or assurance, only to be discovered on the day of the exam?
Hang on here. The square root of 13 can be negative (-3.6), making -3/-3.6 positive, satisfying the condition that it be in the first quadrant. Am I wrong? Please refer to that professor.
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