Price Elasticity Calculator for Demand Analysis
Analyse observed demand changes associated with price instead of income.
Measure the observed quantity response relative to a change in income. Use comparable periods and populations; the calculation does not isolate income from other influences on demand.
Calculate how observed demand changed relative to an income change. This commercial comparison uses two income and quantity observations, with an explicit choice between midpoint and initial-base percentage changes.
Subtract starting demand from final demand. Divide by the selected quantity base: their average in midpoint mode or the initial quantity in base mode.
Subtract initial income from final income and divide by the corresponding income base. An unchanged income value leaves the elasticity denominator at zero.
Divide the demand percentage change by the income percentage change. Keep the sign, rather than taking an absolute value that would hide opposite-direction movement.
Sample inputs demonstrate the method. They are not a forecast or product offer.
Income rises from €1,000 to €1,200 while demand rises from 100 to 110. Midpoint demand growth is 9.5238% and income growth is 18.1818%. Their ratio is about 0.5238, without any revenue calculation from the income figures.
Sample inputs demonstrate the method. They are not a forecast or product offer.
A positive ratio means demand and income moved in the same direction in the entered observations; a negative ratio means they moved in opposite directions. Its magnitude compares their relative changes.
This is a two-point descriptive measure, not proof of causation or a forecast of future demand. Prices, customer mix and other influences are not controlled by the calculation.
Initial-base changes depend on which observation is first. The midpoint method uses both observations symmetrically and is useful for larger discrete changes.
Read our calculation and testing approach.