- A man completes 5/8 of a job in 10 days.

- At this rate the more days required to finish the job can be figure out in this way.

## Explanation

Two given entities here are

- Job
- Days

To determine the relation here, let suppose; the days required to finish the job = y

__Case__

As we know that;

Job Days

5/8 10

1 y

- Work load depends directly on days.
- Days increases as the work load of job increased.

This clearly indicates that there is direct relation.

Direct/Indirect relation tells how the equation will be written.

5/8 : 1 :: 10 : y ________ (A)

After simplifying equation (A), we can easily figure out the value of y (y = 16)

## To Find

More days required to finish the job = y

## Solution

__Method I__

Let suppose

The days required to finish the job = y

Job Days

5/8 10

1 y

Relation between job and days is direct, so;

5/8 : 1 :: 10 : y

(5 x y)/8 = 1 x 10

5y/8 = 10

5y = 10 x 8

5y = 80

y = 80/5

y = 16 days

Days required to finish the job = 16 days

**More days required to finish the same job = 16 â€“ 10 = 6 days answer**

__Method II__

A man completes 5/8 of a job = 10 days

Man completes 1/1 of a job = 10 x 8/5

Man completes 1/1 of a job = 16 days

**More days required to finish the same job = 16 â€“ 10 = 6 days answer**

**Conclusion**

A man completes 5/8 of a job in 10 days. At this rate 6 more days will be required to finish the job.