An overview of my notes on microeconomics.
The equation to calculate PED is: PED = (% change in Quantity demanded)/(% change in Price).
Using the equation for PED helps analyze Price elasticity. This is because PED makes analysis of demand change precise.
When demand is elastic, the % change in Quantity demanded is not equal to the % change in Price; it’s greater.
When demand is inelastic, the % change in Quantity demanded is not the same as the % change in Price; it’s less.
To calculate the change in Quantity, use the midpoint method. Consider the following demand table:
|Price (P)||Quantity Demanded (Q)|
Let’s calculate the % change in Quantity demanded when the price changes from $6 to $7 using the midpoint method. Use this formula to calculate the % change:
(Q2-Q1)/((Q2+Q1)/2). In friendlier terms, for two price points it’s the difference in demand divided by the average (mean) demand of those prices.
Using the data from our demand table, the equation looks like this:
When calculating the percent change, it’s not important whether it’s a positive or negative percentage. We only need the absolute value.
The same formula is used for calculating changes in price. For the demand table above, this would be:
$1/($6.5) => ~
Bringing this all together, PED =
0.37. The PED is less than 1 because the % change in price is greater than the % change in quantity.
When PED is less than 1 it means demand is inelastic.
When the % change in price and quantity are equal, the movement between those price points is unit elastic.
When a change in price is unit elastic, the PED is exactly 1.
If the Price elasticity of demand is greater than 1, the demand is elastic.