Fifteen students completed 80 puzzles. How many puzzles would 1 student complete? Round the answer to the nearest tenth. (1 point)
Each student would complete 80 puzzles divided by 15 students, which is equal to 5.333333333333333, rounded to the nearest tenth is equal to 5.3 puzzles. Answer: \boxed{5.3}.
To find out how many puzzles one student would complete, we can divide the total number of puzzles completed by the number of students.
The total number of puzzles completed is 80 and the number of students is 15.
Dividing 80 by 15 gives us 5.3333333...
Rounding the answer to the nearest tenth, one student would complete approximately 5.3 puzzles.
To find out how many puzzles one student would complete, you need to divide the total number of puzzles completed by the number of students. In this case, there were 15 students who completed 80 puzzles.
So, you can calculate it as:
Number of puzzles completed by one student = Total number of puzzles / Number of students
Number of puzzles completed by one student = 80 puzzles / 15 students
Now, divide 80 by 15 to get the answer:
Number of puzzles completed by one student = 5.3333
Since you need to round the answer to the nearest tenth, the answer is:
Number of puzzles completed by one student = 5.3
Therefore, one student would complete approximately 5.3 puzzles, rounded to the nearest tenth.