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Working together Bala and Chitra take 50% more number of days than Angel, Bala and Chitra together take and Angel and Bala working together, take 8/3 more number of days than Angel, Bala and Chitra take together. If Angel, Bala and Chitra all have worked together till the completion of the work and Bala has received Rs.120 out of total earnings of Rs. 480 then in how many days did Angel, Bala and Chitra together complete the whole work?
  • a)
    2 days
  • b)
    4 days
  • c)
    6 days
  • d)
    8 days
  • e)
    5 days
Correct answer is option 'E'. Can you explain this answer?
Verified Answer
Working together Bala and Chitra take 50% more number of days than Ang...
The days ratio of (Angel + Bala + Chitra) : (Bala + Chitra) = X:3X/2 = 2X:3x;
Efficiency ratio = 3X:2X
Efficiency of Angel = x.
(480/3X) = Rs.160
Amount received by Bala = Rs.120 & Chitra = 200
160:120:200 =4:3:5
1/4:1/3:1/5= 15:20:12;
(1/15+1/12+1/20)*Y = 1
Y = 5 days
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Most Upvoted Answer
Working together Bala and Chitra take 50% more number of days than Ang...
The days ratio of (Angel + Bala + Chitra) : (Bala + Chitra) = X:3X/2 = 2X:3x;
Efficiency ratio = 3X:2X
Efficiency of Angel = x.
(480/3X) = Rs.160
Amount received by Bala = Rs.120 & Chitra = 200
160:120:200 =4:3:5
1/4:1/3:1/5= 15:20:12;
(1/15+1/12+1/20)*Y = 1
Y = 5 days
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Community Answer
Working together Bala and Chitra take 50% more number of days than Ang...
Given information:
- Bala and Chitra take 50% more days than Angel.
- Angel and Bala take 8/3 more days than Angel, Bala, and Chitra together.
- Bala received Rs. 120 out of total earnings of Rs. 480.

Let's assume the number of days taken by Angel, Bala, and Chitra together to complete the work as x days.

Angel, Bala, and Chitra together:
- They take x days to complete the work.
- So, their 1-day work = 1/x.

Bala and Chitra together:
- They take 50% more days than Angel.
- So, their number of days = 1.5x.
- Their 1-day work = 1/(1.5x) = 2/(3x).

Angel and Bala together:
- They take 8/3 more days than Angel, Bala, and Chitra together.
- So, their number of days = x + (8/3).
- Their 1-day work = 1/(x + (8/3)) = 3/(3x + 8).

Given that Bala received Rs. 120 out of total earnings of Rs. 480, we can find the ratio of their daily wages.

Ratio of wages:
- Angel : Bala : Chitra = 3x : 4.5x : 2x = 6x : 9x : 4x = 6 : 9 : 4.

Since Bala received Rs. 120, we can assume his daily wage as Rs. 6. Therefore, the daily wages of Angel and Chitra are Rs. 9 and Rs. 4 respectively.

Calculation:
- Bala's daily wage is Rs. 6, and he worked for x days.
- So, Bala's total earnings = 6x.
- Given that Bala's total earnings are Rs. 120, we can write the equation: 6x = 120.
- Solving this equation, we get x = 20.

Therefore, Angel, Bala, and Chitra together completed the whole work in 20 days.

Hence, the correct answer is option E) 20 days.
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Working together Bala and Chitra take 50% more number of days than Angel, Bala and Chitra together take and Angel and Bala working together, take 8/3 more number of days than Angel, Bala and Chitra take together. If Angel, Bala and Chitra all have worked together till the completion of the work and Bala has received Rs.120 out of total earnings of Rs. 480 then in how many days did Angel, Bala and Chitra together complete the whole work?a)2 daysb)4 daysc)6 daysd)8 dayse)5 daysCorrect answer is option 'E'. Can you explain this answer?
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Working together Bala and Chitra take 50% more number of days than Angel, Bala and Chitra together take and Angel and Bala working together, take 8/3 more number of days than Angel, Bala and Chitra take together. If Angel, Bala and Chitra all have worked together till the completion of the work and Bala has received Rs.120 out of total earnings of Rs. 480 then in how many days did Angel, Bala and Chitra together complete the whole work?a)2 daysb)4 daysc)6 daysd)8 dayse)5 daysCorrect answer is option 'E'. Can you explain this answer? for Quant 2024 is part of Quant preparation. The Question and answers have been prepared according to the Quant exam syllabus. Information about Working together Bala and Chitra take 50% more number of days than Angel, Bala and Chitra together take and Angel and Bala working together, take 8/3 more number of days than Angel, Bala and Chitra take together. If Angel, Bala and Chitra all have worked together till the completion of the work and Bala has received Rs.120 out of total earnings of Rs. 480 then in how many days did Angel, Bala and Chitra together complete the whole work?a)2 daysb)4 daysc)6 daysd)8 dayse)5 daysCorrect answer is option 'E'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Working together Bala and Chitra take 50% more number of days than Angel, Bala and Chitra together take and Angel and Bala working together, take 8/3 more number of days than Angel, Bala and Chitra take together. If Angel, Bala and Chitra all have worked together till the completion of the work and Bala has received Rs.120 out of total earnings of Rs. 480 then in how many days did Angel, Bala and Chitra together complete the whole work?a)2 daysb)4 daysc)6 daysd)8 dayse)5 daysCorrect answer is option 'E'. Can you explain this answer?.
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