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Directions: Answer the question based on the information given below: X men can complete a work in Y days. Y women can complete the work in X days. 20 men and 16 women working together can complete the same work in 53 1/3 days.
20 men and 24 women started working together. They worked together for 0.6D days. After that B number of boys did the work in 0.45D days, then the whole work is completed which B number of boys can complete it in D days. What is the value of D?
42
40
36
45
None of these
Correct option is 2:40
X men can complete the work in Y days, So, 1 man can complete the whole work in XY days. Y women can complete the work in X days. So, 1 woman can complete the whole work in XY days. It is given that 20 men and 16 women can complete the work in 53 1/3 days = 160/3 days. So, 20/XY + 16/XY = 3/160 36/XY = 3/160 XY = 1920. So the total work is 1920. 20 men and 24 women started working together and they worked together for 0.60 days, So the work completed in 0.6D days is (20+24) x 0.6D = 26.4D. After that B number of boys did the work in 0.450 days, So, the work done is 8 x 0.45D = 0.45BD. So the total work done is = 26.4D+ 0.45BD... (1) The whole work is completed which B number of boys can complete it in D days, BD = 1920 Put this in equation (1), So the total work done is 26.4D+ 0.45 x 1920= 26.4D+ 864 But the total work that is done is 1920, So, 1920 = 26.4D + 864 D= 10560/264 = 40 days. So the value of D is 40.
By: Parvesh Mehta ProfileResourcesReport error
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