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Mathematics
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A mathematics competition consist of 30 multiple choice questions. 4 marks are awarded for a correct answer while 1 mark is deducted for an incorrect answer. No marks will be awarded or deducted for questions not attempted. A student skipped 3 questions and had a score of more than 44. Find the minimum number of correct answers obtained.
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Wouldn't it be ironic if your test had 4 marks, and 30 questions, and you got this question wrong, and when you looked at your exam, you had a 44? Then you'd know your answer.
Actually i have to solve this through venn diagram. So can u please draw it?
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