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Dividing amounts into a ratio

502.1K views
•
July 28, 2016
by
tecmath
YouTube video player
Dividing amounts into a ratio

TL;DR

Learn how to divide any amount into a specific ratio by following a few simple steps.

Transcript

good day welcome to Tech math Channel what we're going to be having a look at in this video is how to divide an amount up into a given ratio a really simple thing to do I'll launch straight into it so what we're looking at is say how to divide something like 24 into uh a ratio of 3 is to 5 so I'm going to split 24 up in so it's in the mounts are in... Read More

Key Insights

  • 🥳 Dividing an amount into a given ratio involves calculating the total number of parts in the ratio.
  • 🥳 The amount is divided by the total number of parts to determine the value of each part.
  • 🥳 Each part is multiplied by its corresponding ratio value to find the individual amounts.
  • 🪜 Verifying the accuracy of the division can be done by adding up the individual amounts, which should equal the original amount.
  • 🥳 The process can be used for any amount and any ratio.
  • 🗂️ Dividing larger amounts or ratios follows the same steps as dividing smaller ones.
  • 👋 Checking the answer by adding up the individual amounts is a good practice.

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Questions & Answers

Q: What is the first step in dividing an amount into a given ratio?

The first step is to calculate the total number of parts in the ratio by adding the values of each ratio component.

Q: How do you find the individual value of each part?

The amount is divided by the total number of parts to get the value of each part.

Q: How do you determine the individual amounts corresponding to each ratio value?

Each part is multiplied by its corresponding ratio value to find the individual amounts.

Q: How can you verify the accuracy of the division?

The individual amounts should add up to the original amount, confirming the correctness of the division.

Summary & Key Takeaways

  • The video explains how to divide a given amount, such as 24, into a specific ratio, like 3:5.

  • The process involves determining the total number of parts in the ratio and dividing the amount by that number.

  • Each part is then multiplied by its corresponding ratio value to find the individual amounts.


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