The average score obtained by 24 students in a class test is 68 marks. The top place was shared by 3 people who got the same score. If the lowest score was 40 marks, then which of the following could be the highest score obtained by toppers? (Marks scored by each student is a whole number)
To maximize the toppers score, we must minimize the scores of everyone else. So, let the scores of other 21 students be 40 marks each. So, total marks obtained by 21 students = 40 x 21 = 840 Remaining marks = 1632 - 840 = 792 So, score of toppers = 792 ÷ 3 = 264 marks
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fill the blank for space 14.
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