Percentage Difference Calculator
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Percentage Difference Calculator
Enter two values to calculate the percentage difference between them.
Result:
Percentage Difference: 0.00%
🧭 How to Use This Percentage Difference Calculator (Step-by-Step)
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Enter Value A
🔢 This can be your first number — for example, an old price, test score, or measurement. -
Enter Value B
🔄 This is your second number — for example, a new price, updated score, or second measurement. -
Click “Calculate”
📈 The calculator will instantly display the percentage difference between the two values. -
Interpret Your Result
The result shows how different the two values are — as a percentage of their average.
A smaller number = more similar.
A higher number = bigger difference.
🧠 When to Use This Calculator
This tool is helpful when you need to:
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Compare prices between two vendors
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Analyze two test scores, weights, or speeds
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Evaluate performance between two time periods
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Compare budgeted vs. actual expenses
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Measure product quality consistency
💡 Tips for Using This Calculator Effectively
✅ Use it for apples-to-apples comparisons
This calculator is ideal when neither number is a “starting point” — for example:
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Comparing prices between two stores
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Weight differences between two objects
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Revenue differences between two departments
✅ Avoid zero for both inputs
If both numbers are zero, the result is undefined (can’t divide by zero). You’ll see a helpful message if this happens.
✅ Round to two decimals for clarity
Most real-world comparisons don’t require more than two decimal places.
✅ Know the difference between percentage change and percentage difference
If you’re trying to see how much something grew from a starting point, use a Percentage Change Calculator instead.
✅ Use this to build trust in business analytics
Show customers or stakeholders how different two prices, results, or metrics are — without skewing it toward one value.
📊 Percentage Change vs. Percentage Difference
Concept | Percentage Change | Percentage Difference |
---|---|---|
Use When | You’re measuring how much something increased or decreased from a starting value | You’re comparing two values symmetrically with no clear starting point |
Formula | ((New − Old) / Old) × 100 |
`( |
Direction Matters? | ✅ Yes — it tells you if the value increased or decreased | ❌ No — it only tells you how different the values are |
Can be negative? | ✅ Yes (e.g., −25% if something decreased) | ❌ No — always a positive number |
Examples | “My investment grew 20%.” | |
“Revenue dropped by 8%.” | “Price A and Price B differ by 12%.” | |
“Two test scores were 6% apart.” | ||
Best For | Tracking growth, decline, performance over time | Comparing values side-by-side without bias |
🔍 Quick Examples
Percentage Change
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Old price: $80
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New price: $100
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Change = ((100 − 80) / 80) × 100 = +25% increase
Percentage Difference
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Value A: $80
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Value B: $100
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Difference = (20 / 90) × 100 = 22.22%
🧠 Summary
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Use percentage change to measure growth from a starting point.
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Use percentage difference to compare values when there’s no baseline or when you want a neutral comparison.
💬 Frequently Asked Questions (FAQ)
What is percentage difference?
Percentage difference measures the relative change between two numbers. It’s often used to compare how much one value has increased or decreased compared to another, without assuming one is the “starting” value.
How is it calculated?
Using the formula:
👉 |A − B| / ((A + B) / 2) × 100
This gives you the difference as a percentage of the average of the two values.
When should I use percentage difference vs. percentage change?
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Use percentage difference when comparing two values symmetrically (e.g., test scores, prices, weights).
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Use percentage change when tracking from a known baseline (e.g., sales increased from $200 to $300).
Can the percentage difference be negative?
No. It’s always positive since it uses the absolute value of the difference between A and B.
What if both values are zero?
The percentage difference is undefined, because it would involve dividing by zero.
📘 Glossary of Terms
Percentage Difference
The relative size of the difference between two numbers, expressed as a percentage of their average.
Absolute Value
The non-negative value of a number. Used to ensure that the difference is always positive.
Average (Mean)
The midpoint between two numbers: (A + B) / 2.
Percentage Change
Used to show how much a value increased or decreased from an original starting point.
🧠 Real-World Examples
📦 Example 1: Comparing Product Prices
Product A costs $75
Product B costs $100
Result:
Percentage Difference = |75 − 100| ÷ ((75 + 100)/2) × 100 = 28.57%
📊 Example 2: Comparing Test Scores
You scored 82 on Exam 1 and 88 on Exam 2
→ Your score changed by 6 points
→ Percentage difference = 6 / 85 × 100 = 7.06%
*National Savings Rate Average as published by FDIC