([tex]\frac{5}{10}[/tex]) multiplied by 1260= 630
Ratio problem solving
Solving ratio problems means solving for missing values or even creating a new ratio from the given information. Keep in mind that units are very important. As we continue, we will use the ratio problem below to clarify understanding and solving ratios.
The lemonade recipe calls for 6 cups of water for every 2 cups of mix. How much mixture would be needed if 24 cups of water were used?
How to find ratios in word problems
Math word problems are common but sometimes confusing. Let's see how to find ratios in a ratio word problem.
Use the above example:
The lemonade recipe calls for 6 cups of water for every 2 cups of mix. How much mixture would be needed if 24 cups of water were used?
Read the word problem and highlight or rewrite the important information. Note that sometimes word problems add extra numbers that can confuse the reader.
The important information found in this problem is 6 cups of water, 2 cups of lemonade mix, and the answer to the question of how much mix for 24 cups of water.
Answers & Comments
Verified answer
Answer: 630
Step-by-step explanation:
Ratio given 3:2:
Adding it upto get the whole ratio i.e,
10
Now,
to find: money c will get
(5/10) multiplied by 1260=
630
Answer:
C will get 630 in money.
Step-by-step explanation:
The ratio given is 3:2:
Adding it up to get the whole ratio, i.e., 10
Now,
To find: Money, C will get
([tex]\frac{5}{10}[/tex]) multiplied by 1260= 630
Ratio problem solving
Solving ratio problems means solving for missing values or even creating a new ratio from the given information. Keep in mind that units are very important. As we continue, we will use the ratio problem below to clarify understanding and solving ratios.
The lemonade recipe calls for 6 cups of water for every 2 cups of mix. How much mixture would be needed if 24 cups of water were used?
How to find ratios in word problems
Math word problems are common but sometimes confusing. Let's see how to find ratios in a ratio word problem.
Use the above example:
The lemonade recipe calls for 6 cups of water for every 2 cups of mix. How much mixture would be needed if 24 cups of water were used?
Read the word problem and highlight or rewrite the important information. Note that sometimes word problems add extra numbers that can confuse the reader.
The important information found in this problem is 6 cups of water, 2 cups of lemonade mix, and the answer to the question of how much mix for 24 cups of water.
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