1. Mathematical Ratio
A ratio is a method of calculating a new value while maintaining the relationship between two values.
Example: 2:3 = 4:X
X = (4 × 3) ÷ 2 = 6
Applications: Solving proportion problems, unit conversion
Enter values in the three fields below, then calculate the desired ratio.
When you enter three values for A : B = C : D, the remaining ratio value will be calculated.
If all four values are entered, calculation will not be possible.
The ratio calculator is a method of calculating a value (result) that maintains the same ratio as two given values (a, b).
This concept is used in various fields such as mathematics, finance, design, and marketing.
A ratio is a method of calculating a new value while maintaining the relationship between two values.
Example: 2:3 = 4:X
X = (4 × 3) ÷ 2 = 6
Applications: Solving proportion problems, unit conversion
In finance, assets, liabilities, and returns are converted and analyzed using the same ratio.
Example: 1:5 = 10:X (Investment:Return)
X = (10 × 5) ÷ 1 = 50
Applications: Price-to-Earnings Ratio (PER), Debt Ratio, Currency Conversion
In design, ratios are used to maintain proportions like the golden ratio when composing a layout or artwork.
Example: 1:1.618 = 10:X (Golden Ratio)
X = (10 × 1.618) ÷ 1 = 16.18
Applications: Golden Ratio, Screen Ratios (16:9, 4:3), Design Principles
In marketing, ratios are used to calculate performance metrics such as click-through rates and conversion rates.
Example: 2:5 = 20:X (Clicks:Conversions)
X = (20 × 5) ÷ 2 = 50
Applications: Conversion Rate, Click-Through Rate (CTR), Customer Retention Rate (CRR)