Question

At the West Street Bakery, (1)/(6) of the dessert case holds pies. There are 4 shelves for different pies. Each shelf is equal in size.

Answer 1

At the West Street Bakery, (1)/(6) of the dessert case holds pies. There are 4 shelves for different pies. Each shelf is equal in size. (2)/(3) of the shelves hold pies at the West Street Bakery.

Step-by-step explanation:

At the West Street Bakery, (1)/(6) of the dessert case holds pies. There are 4 shelves for different pies. Each shelf is equal in size.

To find the number of shelves that hold pies, we multiply the total number of shelves by the fraction that holds pies. In this case, we have 4 shelves and (1)/(6) of the dessert case holds pies:

(1)/(6) x 4 = (4)/(6) = (2)/(3)

So, (2)/(3) of the shelves hold pies at the West Street Bakery.