.
1. From the condition, the first painter makes of the job per day.
The second makes of the job per day.
Hence, working together, they make = = = of the job per day.
It is their combined rate of work.
2. Working for 3 days, the first painter made = of the job.
Hence, of the job remained.
3. Thus the two, working together, must complete of the job.
Since their combined rate of work is of the whole work per day,
it will take them = = of the day = days = 4.8 days.
Answer. The schedule is this: first painter works 3 days, and then the two work together for 4.8 days.
Solved.