Theory of Proportions - what is it?

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SUMMARY

The discussion centers on the Theory of Proportions, specifically addressing the confusion around setting ratios equal to each other. Participants clarify that the theory applies when two ratios are proportional, allowing for equality between them. The original poster expresses difficulty in understanding this concept and seeks further clarification. A link to additional resources is provided to aid in comprehension.

PREREQUISITES
  • Understanding of basic mathematical ratios
  • Familiarity with the concept of proportionality
  • Basic algebra skills
  • Ability to interpret mathematical images or diagrams
NEXT STEPS
  • Research "Mathematical Ratios and Proportions" for foundational knowledge
  • Study "Cross-Multiplication in Proportions" to understand equality in ratios
  • Explore "Applications of Proportions in Real Life" for practical examples
  • Review "Common Misconceptions in Proportions" to avoid common pitfalls
USEFUL FOR

Students studying mathematics, educators teaching ratios and proportions, and anyone looking to strengthen their understanding of mathematical relationships.

genericusrnme
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I've recently got back into studying maths in my own time and I've come across this (see attached image)
The middle line.. I put some numbers in there and those equalities do not hold..
I don't see why we can set everything there equal..
Could someone explain this to me or at least point me in the right direction?
I've tried googling theory of proportions but all I've managed to get was chemistry related stuff

I was having a good night of study until that came up as well :(

Thanks in advance
 

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