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A multiple-choice question paper has 50 questions. Each question has got four options, namely A, B, C and D. Each correct answer carries 4 marks and each wrong answer carries -1 mark. A candidate decides to tick in the pattern
,1‘ /A, B, c, D, A, /3, p, A, B, C, D
,and so on starting from Question No. 1, till the end. If option (C) is the correct answer in each question, then what is the total score of the candidate?
6
8
10
12
- The candidate answers in a cycle: A, B, C, D, A, B, C, D, and so on.
- Every cycle of 4 questions, option C is chosen correctly once, which fetches 4 marks.
- The other three questions in the cycle are answered incorrectly, losing 1 mark each.
- Each cycle, therefore, yields: 4−3=1 mark in total.
- For 50 questions, calculate the total cycles: 50/4 = 12 full cycles and a remainder of 2 questions.
- In 12 full cycles, the score is: 12×1=12.
- The remaining 2 questions will be answered as A and B, both wrong, reducing the score by 2.
- Total score: 12−2=10.
Correct Answer: Option:3 - 10
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