Question

Ramesh and Kamlesh working alone can complete a task in 20 days and 10 days
respectively. Working together if they earned Rs. 3000 for the same task, what is
Ramesh's share in the earning?​

Answer 1

answer

ramesh worked  more then kamlesh so he will get rs. 2000

Step-by-step explanation:

Answer 2

Answer:

If 20 and 10 days are required by Ramesh and Kamalesh respectively to complete a task and if they earned Rs 3000 for the same task by working together, the Rs 1000 is Ramesh's share in the earning

Step-by-step explanation:

Let us take W as the total work done in the task

Given work done by Ramesh alone in 20 days = W

So, work done by Ramesh alone in 1 day = W/20

Also given

Work done by Kamalesh alone in 10 days = W

So, work done by Kamalesh alone in 1 day = W/10

So, work done in 1 day if both worked together

$=\frac{W}{20}+\frac{W}{10}$

$=\frac{W}{20}+\frac{W*2}{10*2}$

$=\frac{W}{20}+\frac{2W}{20}$

$=\frac{3W}{20}$

So, number of days required by them to complete the work = 20/3 days

So, work done by Ramesh in 20/3 days $=\frac{W}{20}*\frac{20}{3}$

= W/3

So money for W work done in 20/3 days= Rs 3000

So, money for W/3 work done by Ramesh = 3000/3 = Rs 1000

So, Ramesh's share in the earnings is Rs 1000