Elasticity measures how much one variable reacts to a change in another. In marketing we usually look at:
Formula for PED: \$Ed = \frac{\% \Delta Qd}{\% \Delta P}\$
It helps firms decide on pricing, forecast revenue, and understand market sensitivity.
Example: If a 10% price cut leads to a 25% increase in sales, the PED is \$E_d = \frac{25\%}{10\%} = 2.5\$ – highly elastic.
Think of a rubber band (elastic) that stretches easily when you pull it. A stiff band (inelastic) resists stretching. But if you pull too hard, the rubber band might snap – just like a market can behave unexpectedly when pushed beyond normal limits.
Tip: When answering questions on elasticity, always state the formula, plug in the numbers, and interpret the sign and magnitude. Remember: elastic if |E| > 1, inelastic if |E| < 1, and unitary if |E| = 1.
| Price ($) | Quantity Sold | % Change in Price | % Change in Quantity | PED |
|---|---|---|---|---|
| 10 | 200 | -10% | +25% | -2.5 |
| 12 | 180 | +20% | -10% | -0.5 |
Elasticity is a useful shortcut, but it’s not a crystal ball. Always consider the context, the range of prices, and other market forces before making decisions.