150/k
Responses
A librarian had 150 books to be placed on shelves with an equal number of books on each shelf. If k is the number of shelves to be used, then 150k is the number of books on each shelf.
A librarian had 150 books to be placed on shelves with an equal number of books on each shelf. If k is the number of shelves to be used, then 150 over k is the number of books on each shelf.
The Henderson family drove 150 miles each day of their vacation. If their vacation lasted for k days, then 150k is the total number of miles they traveled on their vacation.
The Henderson family drove 150 miles each day of their vacation. If their vacation lasted for k days, then 150 over k is the total number of miles they traveled on their vacation.
Cory had 150/k dollars in his savings account. He withdrew k dollars to buy a catcher's mitt. He then had 150k dollars left in his savings account.
Cory had 150 dollars in his savings account. He withdrew k dollars to buy a catcher's mitt. He then had 150 over k dollars left in his savings account.
The cafeteria has a capacity of 150 seats. If k is the number of people in the cafeteria at lunch time, then 150k is number of seats that were not used at lunch time.
1 answer
The correct statement modeled by the expression \( \frac{150}{k} \) is:
A librarian had 150 books to be placed on shelves with an equal number of books on each shelf. If k is the number of shelves to be used, then \( \frac{150}{k} \) is the number of books on each shelf.
This is because dividing the total number of books (150) by the number of shelves (k) gives the number of books per shelf.
