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Seven men, five women and eight children were given an assignment of distributing 2000 books to students in a school over a period of three days. All of them distributed books on the first day. On the second day two women and three children remained absent and on the third day three men and five children remained absent. If the ratio of the number of books distributed in a day by a man of the number of books distributed in a day by a man, a woman and a child was 5 : 4 : 2 respectively, a total of approximately how many books were distributed on the second day?
750
670
650
870
Let the books distributed by man, a woman and a child be 5x, 4x and 2x respectively. ∴ No. of books distributed in 1st day = 7×5x+5×4x+8×2x=71x No. of books distributed in 1Ind day =7×5x+3×4x+5×2x=57x And no. of books distributed in IIIrd day =4×5x+5×4x+3×2x=46x 71x + 57x + 46x = 2000, x = 2000/174 57x=2000/174×57=650 (Approx.)
By: MIRZA SADDAM HUSSAIN ProfileResourcesReport error
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