Percentage change
Measure how much a value rose or fell relative to where it started.
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Percentage change tells you how far a number moved relative to where it started — the language of price hikes, pay raises, and growth stats. Enter the old and new values; a positive result is growth, a negative one is decline.
Measure how much a value rose or fell relative to where it started.
Percentage change tells you how far a number moved relative to where it started — the language of price hikes, pay raises, and growth stats. Enter the old and new values; a positive result is growth, a negative one is decline.
A stock rises from $40 to $46. Subtract: 46 − 40 = 6. Divide by the starting value: 6 ÷ 40 = 0.15. Multiply by 100: a 15% increase.
Subtract the old value from the new value, divide by the old value, and multiply by 100. The sign of the answer tells you whether it rose or fell.
Percentage change uses the starting value as its reference, so direction matters. Percentage difference compares two values symmetrically with no "before" and "after."
Yes — increases have no upper limit. Doubling is a 100% increase; tripling is a 200% increase. Decreases, though, cannot pass −100% for values that cannot go below zero.
Percentage change from zero is undefined, because you cannot divide by zero. In that case describe the move in absolute terms instead.
They apply to different bases. A 20% rise turns 100 into 120; a 20% fall then removes 24 from 120, leaving 96 — not 100.