Solve a / b = c / x using cross multiplication
A proportion states that two ratios represent the same relationship. Cross multiplication works because multiplying both sides by the two denominators removes the fractions without changing equality. Once the diagonal products are set equal, the missing value can be isolated with ordinary algebra. This method is widely used for scale problems, rate comparisons, similar figures, and unit conversions.
A proportion is an equation that says two ratios are equal. It is one of the most common algebra tools for scaling quantities, comparing rates, solving similar triangle problems, and converting units.
If a/b and c/x describe the same relationship, their cross products must be equal.
For a/b=c/x, the diagonal products are ax and bc. Setting them equal gives a simple equation.
The unknown term can be found by isolating it after cross multiplication.
Proportions often represent a constant multiplier between two related quantities.
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