A recipe that makes 10 mini-loaves of banana bread calls for mc015-1.jpg cups of flour. How much flour is needed to make mc015-2.jpg dozen mini-loaves using this recipe?
Your designation of "mc015-1.jpg" and "mc015-2.jpg" are unclear.
It will take x cups, where
x/(mc015-2.jpg * 12) = (mc015-2.jpg)/10
To determine the amount of flour needed to make a different number of mini-loaves using the given recipe, we need to use proportions.
Let's break it down step by step:
Step 1: Calculate the proportion of mini-loaves to the required amount of flour in the given recipe.
The original recipe makes 10 mini-loaves and calls for mc015-1.jpg cups of flour. Therefore, the proportion of mini-loaves to flour is:
10 mini-loaves : mc015-1.jpg cups of flour
Step 2: Calculate the proportion of mini-loaves to flour when making mc015-2.jpg dozen mini-loaves.
Since a dozen is equal to 12, we want to find the proportion of mc015-2.jpg dozen mini-loaves to flour. We can set up a ratio using the proportion from step 1:
10 mini-loaves : mc015-1.jpg cups of flour :: mc015-2.jpg dozen mini-loaves : x cups of flour
Step 3: Solve for x, which represents the amount of flour needed to make mc015-2.jpg dozen mini-loaves.
Using cross-multiplication, we can find the value of x:
10 * x = mc015-1.jpg * mc015-2.jpg
10x = mc015-2.jpg * mc015-1.jpg
x = mc015-2.jpg * mc015-1.jpg / 10
Thus, to make mc015-2.jpg dozen mini-loaves using this recipe, you will need mc015-2.jpg * mc015-1.jpg / 10 cups of flour.