A ratio compares two or more quantities, expressing their relative size to one another. It shows how much of one value exists in relation to another, often using a colon or fraction to represent the relationship. Ratios can be used in various contexts, such as comparing parts to a whole or evaluating proportions in statistics. They help to simplify complex data and provide a clear understanding of relationships between different variables.
The two are very different....
Ratio
Ratio uses 2 similar things and compares them while proportions uses ratios to compare, they both compare objects or items ------ Pao Xiong
The sacle factor between two shapes is the same as the ratio of their perimeters.
Glycerol: 8:3 Carbs : 2:1 = 6:3
The two are very different....
Ratio
Find something to compare it with...
Numbers
A ratio uses division to compare two quantities.
Ratio is the part basically to compare the financial statement of one co with another...
"600 psi" is not a compression ratio; it's a pressure. For a RATIO, you need to compare TWO different numbers.
Ratio uses 2 similar things and compares them while proportions uses ratios to compare, they both compare objects or items ------ Pao Xiong
The sacle factor between two shapes is the same as the ratio of their perimeters.
To find a ratio, you need to compare two numbers. Since you have only given one number, it is impossible to find a ratio.
The ratio is approx. 1/15.
2