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Question

A cookie recipe requires 34cup of flour and 13cup of butter to make one batch of cookies.

Wendy has 2cups of flour and 34cup of butter.

What is the greatest number of batches she can make?


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Solution

Step-1. Find the number of batches that can be made from available flour:

It is given that each batch of cookies require 34cup of flour and Wendy has 2cups of flour.

The number of batches that can be made using 2cups of flour is

2÷34=2×43=83=2+23

Thus 2cups of flour is enough for 2completebatches of cookies with 23cup of flour remaining unused.

Note that only the integer part of the quotient is used because cookies are to be made in complete batches only.

Step-2: Find the number of batches that can be made from available butter.

It is given that each batch of cookies require 13cup of butter and Wendy has 34cup of butter.

The number of batches that can be made using 34cup of butter is

34÷13=34×31=94=2+14

Thus 34cup of butter is enough for 2completebatches of cookies with 14cup of butter remaining unused.

Note that only the integer part of the quotient is used because cookies are to be made in complete batches only.

Step-3: Find the number of batches that can be made from available flour and butter.

Thus, as many as 2batches of the cookies can be made from available flour.

Also, as many as 2batches of the cookies can be made from available butter.

Thus, Wendy can make as many as 2batches of cookies using the available ingredients.

Hence, Wendy can make as many as 2batches of cookies using the available ingredients.


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