Question

A recipe requires 1 1/4 cups of milk for every 1 2/3 cups of flour. How many cups of milk are needed for each cup of flour?

Answer 1

The amount of milk that will be needed for each cup of flour is:

`(3)/(4)\text{ cups of milk}`

Step-by-step explanation:

Given that;

A recipe requires 1 1/4 cups of milk for every 1 2/3 cups of flour.

`1(1)/(4)\text{ cups of milk }\rightarrow1(2)/(3)\text{ cups of flour}`

we want to find the amount of milk that will be requires for each cup of flour.

we can get that by dividing both sides by 1 1/3;

`\begin{gathered} \frac{1(1)/(4)\text{ }}{1(2)/(3)}\text{cups of milk }\rightarrow\frac{1(2)/(3)\text{ }}{1(2)/(3)}\text{cups of flour} \\ \frac{(5)/(4)\text{ }}{(5)/(3)}\text{cups of milk }\rightarrow1\text{ cups of flour} \\ (5)/(4)\text{ }*(3)/(5)\text{cups of milk }\rightarrow1\text{ cups of flour} \\ (3)/(4)\text{ cups of milk }\rightarrow1\text{ cups of flour} \end{gathered}`

Therefore, the amount of milk that will be needed for each cup of flour is;

`(3)/(4)\text{ cups of milk}`