Question
Tin walks a total of 7/8 hour. she walks at a rate of 1 mile every 1/4 hour. How many miles did she walk?
Answers
GPT 3.5
If Tin walks for 7/8 of an hour, which is 7/8 * 60 minutes = <<7/8*60=52.5>>52.5 minutes.
And since Tin walks at a rate of 1 mile for every 1/4 hour, Tin walks for 52.5 minutes / 15 minutes = <<52.5/15=3.5>>3.5 sets.
Hence, Tin walks a total of 3.5 sets * 1 mile/set = <<3.5*1=3.5>>3.5 miles. Answer: \boxed{3.5}.
And since Tin walks at a rate of 1 mile for every 1/4 hour, Tin walks for 52.5 minutes / 15 minutes = <<52.5/15=3.5>>3.5 sets.
Hence, Tin walks a total of 3.5 sets * 1 mile/set = <<3.5*1=3.5>>3.5 miles. Answer: \boxed{3.5}.
The total weight of 5 science textbooks is 6 2/3 pounds. How much does each book weigh?
GPT 3.5
To find out how much each book weighs, we need to divide the total weight of the books by the number of books.
The total weight of the books is 6 2/3 pounds, or 6.66 pounds.
To find the weight of each book, we divide the total weight by the number of books which is 5.
6.66 pounds ÷ 5 books = 1.332 pounds/book.
Therefore, each science textbook weighs 1.332 pounds.
The total weight of the books is 6 2/3 pounds, or 6.66 pounds.
To find the weight of each book, we divide the total weight by the number of books which is 5.
6.66 pounds ÷ 5 books = 1.332 pounds/book.
Therefore, each science textbook weighs 1.332 pounds.
The total weight of 5 science textbooks is 6 2/3 pounds. How much does each book weigh?(1 point)
Write the correct answer as a fraction
Write the correct answer as a fraction
GPT 3.5
To find out how much each book weighs, we need to divide the total weight of the books by the number of books.
The total weight of the books is 6 2/3 pounds, or 20/3 pounds.
To find the weight of each book, we divide the total weight by the number of books which is 5.
(20/3 pounds) ÷ 5 books = 20/3 pounds/book
Therefore, each science textbook weighs (20/3) pounds, or 6 2/3 pounds as a fraction.
The total weight of the books is 6 2/3 pounds, or 20/3 pounds.
To find the weight of each book, we divide the total weight by the number of books which is 5.
(20/3 pounds) ÷ 5 books = 20/3 pounds/book
Therefore, each science textbook weighs (20/3) pounds, or 6 2/3 pounds as a fraction.