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2 printing machines of a printing house can complete the printing work of the required number of Excel in Mathematics textbooks in 20 days. After printing the books for 8 days, if 1 more machine was added, in how many days would the remaining work be completed? ​

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After printing the books for 8 days, if 1 more machine was added, the number of days in which the remaining work would be completed is 8 days.

Based on the information provided above, the total number of days which the 2 printing machines can complete the printing in 20 days can be calculated as follows;

Total number of days (2 printing machines) = 2 × 20

Total number of days (2 printing machines) = 40 days.

For the total number of days in printing the books for 8 days, we have the following:

Total work days = 2 × 8

Total work days = 16 days.

Next, we would determine the number of days that are remaining as follows;

Remaining days = Total number of days (2 printing machines) - Total work days

Remaining days = 40 - 16

Remaining days = 24 days.

Since 1 more printing machine will be added, the total number of machine becomes 3 printing machines. Therefore, we would divide the remaining days by 3 as follows;

Number of days to complete the work = 24/3

Number of days to complete the work = 8 days.

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