This week, Jim practiced the piano 1 1/8 hours on Monday and 2 3/7 hours on Tuesday. How many hours did he practice this week? How much longer did Jim practice on Tuesday than on monday

Let's make these two fractions have a common denominator and an improper fraction:

1 1/8 = 9/8 = 63/56

2 3/7 = 17/7 = 136/56

63/56 + 136/56 = 199/56 = 3 31/56

So in total, he practiced 3 31/56 hours this week.

He practiced 1 17/56 hours longer on Tuesday than Monday.

Answer: Jim practice for 1 17/56 hours on Tuesday more than on monday

Step-by-step explanation:

This week, Jim practiced the piano 1 1/8 hours on Monday. Converting 1 1/8 hours to improper fraction, it becomes 9/8 hours.

He practiced for 2 3/7 hours on Tuesday. Converting 2 3/7 hours to improper fraction, it becomes 17/7 hours. The difference between the number of hours for which he practiced on both days is

17/7 - 9/8 = 73/56 hours

Converting 73/56 hours to mixed fraction, it becomes 1 17/56 hours