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The radar graph shown below shows the number of days to be taken by different workers A, B, C, and D to complete a particular task individually and the number of wages to be earned by them per day when they work.
Q. A and B work together for 1 day. Then they both leave and C and D work together for 1 day. This pattern continues until the entire work is completed. So, in how many days, total work will be completed?
  • a)
    6 days
  • b)
    6 x 3/10 days
  • c)
    7 x 3/10 days
  • d)
    6 x 1/10 days
Correct answer is option 'B'. Can you explain this answer?
Most Upvoted Answer
The radar graph shown below shows the number of days to be taken by d...
From the data given in the radar graph,
The number of days taken by A to complete a work is 15 days.
The number of days taken by B to complete a work is 10 days.
The number of days taken by C to complete a work is 15 days.
The number of days taken by D to complete a work is 12 days.
Let the total work be the LCM of days = 60 units
The efficiency of A is 60/15 = 4
The efficiency of B is 60/10 = 6
The efficiency of C is 60/15 = 4
The efficiency of D is 60/12 = 5
A and B together one day work is 4 + 6 = 10 units
C and D together one day works is 4 + 5 = 9 units
Work done in two days is 10 + 9 = 19 units
In 6 days, 19 × 3 = 57 units
The remaining units done in 3/10 days.
Hence, the correct answer is 6 x 3/10 days.
The concepts used in this question are
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The radar graph shown below shows the number of days to be taken by different workers A, B, C, and D to complete a particular task individually and the number of wages to be earned by them per day when they work.Q. A and B work together for 1 day. Then they both leave and C and D work together for 1 day. This pattern continues until the entire work is completed. So, in how many days, total work will be completed?a)6 daysb)6 x 3/10 daysc)7 x 3/10 daysd)6 x 1/10 daysCorrect answer is option 'B'. Can you explain this answer?
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