Calculate the percentage change between two values instantly
Perfect for analyzing sales growth, investment returns, price changes, and more

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Percentage change measures how much a value has grown or shrunk relative to its starting point. It answers the question: "By what percentage has this value changed?"
This metric is particularly useful because it allows you to compare changes across different scales. For example, a company growing from $100 to $150 (50% increase) has grown at the same rate as a company growing from $1,000,000 to $1,500,000 (also 50% increase), even though the absolute dollar amounts are very different.
The Formula: % Change = ((Final Value - Initial Value) / |Initial Value|) × 100
📈 Business & Finance
Your product cost $50 to manufacture last year and now costs $58. That's a 16% increase in production costs—useful information for pricing decisions.
💡 Personal Finance
You invested $1,000 and it grew to $1,350. Your investment returned 35%—helping you evaluate whether this investment performed well relative to market alternatives.
📊 Academic & Research
Student test scores improved from 72% to 85%. That's a 18% improvement—a meaningful way to track learning progress beyond just raw scores.
🌍 Economic Indicators
Unemployment dropped from 5.2% to 4.1%. The percentage change helps policymakers and economists understand the magnitude of improvement in labor market conditions.
📱 Technology & Growth
Website traffic grew from 10,000 to 15,000 monthly visitors. That's 50% growth—a significant metric for startups evaluating their traction.
Percentage vs. Absolute Change
A $100 increase might be 100% for someone starting with $100, but only 1% for someone starting with $10,000. Percentage change provides context that absolute change cannot.
Why the Initial Value Matters
The initial value is your reference point. A $50 increase from $100 is very different from a $50 increase from $1,000. Always use the initial value as your denominator.
Negative Numbers Are Valid
If your value goes from 100 to -50, you've had a -150% change. This is mathematically correct and represents a reversal from positive to negative territory.
Increase and Decrease Are Complementary
When you switch between "Increase" and "Decrease" modes, you're viewing the same change from different perspectives. The underlying relationship between values remains constant.
✓ Compare Growth Rates Fairly
Always use percentage change when comparing growth across companies, departments, or time periods of different scales. It levels the playing field for meaningful comparison.
✓ Track Multiple Periods
Calculate percentage change quarter-over-quarter or year-over-year to identify trends. Is growth accelerating or slowing? Percentage changes make patterns clearer.
✓ Combine with Context
A 50% increase sounds impressive, but what was the initial value? Know both the percentage AND the absolute numbers for the complete picture.
✓ Watch for Large Swings
Percentage changes from very small initial values can look extreme. A change from $1 to $2 is 100%—don't let large percentages fool you without checking absolute values.
✓ Use It for Decision Making
Budget planning, performance evaluation, and investment decisions all benefit from understanding percentage change. It's a universal language for discussing relative growth.
Q: What happens if my initial value is negative?
A: The calculator uses the absolute value of the initial value, so negative initial values work fine. For example, going from -50 to -30 represents a 40% change (improvement) since -30 is 40% greater than -50.
Q: Why can't I enter 0 as the initial value?
A: Mathematically, we divide by the initial value. Dividing by zero is undefined, so there's no valid percentage change from zero. You need a starting point to measure change from.
Q: Is a 50% increase the same as doubling?
A: No. A 50% increase means the final value is 150% of the initial (1.5×). Doubling means a 100% increase (2×). Don't confuse the percentage change with a multiplier.
Q: How do I calculate percentage change over multiple years?
A: Use the total change from start to finish. If a value went from $100 in Year 1 to $150 in Year 3, that's a 50% increase over the period. For annual growth rate, use compound growth formulas.
Q: What's the difference between "Increase" and "Decrease" modes?
A: Both modes show the same relationship between values, just interpreted differently. "Increase" shows signed percentages (-12.5% means a decrease), while "Decrease" flips the sign (12.5% as a decrease). They're complementary views of the same data.
Q: Can percentage change be greater than 100%?
A: Absolutely! If something goes from $1 to $10, that's a 900% increase. There's no upper limit. Similarly, you can have decreases beyond -50% by going into negative territory.