Everyday Math Skills Workbooks series - Kitchen Math
Everyday Math Skills Workbooks series - Kitchen Math
Everyday Math Skills Workbooks series - Kitchen Math
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50<br />
Using Measurement in the <strong>Kitchen</strong><br />
Using Measurement in the <strong>Kitchen</strong><br />
50 <strong>Kitchen</strong> <strong>Math</strong> Workbook<br />
Ratios in the <strong>Kitchen</strong> #19<br />
Ratios, equivalent fractions, multiplication, division<br />
A ratio is a way of comparing two amounts. In the kitchen, ratios are often<br />
used to figure out “before and after” amounts.<br />
Example 1: One cup of uncooked rice will make 3 cups of cooked rice.<br />
The ratio of uncooked to cooked is 1 to 3.<br />
The fraction ⅓ names this ratio.<br />
Problem: You want to make 6 cups of cooked rice. How many cups of<br />
uncooked rice should you use?<br />
Solution: For rice, the ratio of “before” to “after” is ⅓<br />
You know you want 6 cups “after.” The equivalent ratio is<br />
Ask yourself this question. What number will make the<br />
fraction equal? What number do I have to multiply the 3 by to<br />
get to 6? (2) Therefore you must multiply the top too: 1 x 2 = 2.<br />
You should use 2 cups of uncooked rice.<br />
Example 2: One cup of dry pasta will make 2 cups of cooked pasta.<br />
Problem: I need 10 cups of cooked pasta for our family dinner.<br />
Solution: The ratio is 1 to 2 or ½. We want 10 cups.<br />
X 5<br />
X 5<br />
We need to cook 5 cups of dry pasta for 10 cups of cooked pasta.<br />
<strong>Kitchen</strong> <strong>Math</strong> Workbook