Math Tools

Percentage Decrease Calculator

Find the percentage decline from an original value to a new, lower value.

Percentage Decrease

25%

From 200 to 150, a change of 50.

Absolute Change50
Original Value200
New Value150

Percentage decrease = (Original − New) ÷ Original × 100

What is the Percentage Decrease Calculator?

Percentage decrease is a measure of how much a value has gone down, expressed as a percentage of the original amount. If an item cost £100 and now costs £75, the percentage decrease is 25%. It's the opposite of percentage increase and helps you understand the scale of a drop in human terms rather than just the raw number.

How it works

The calculator subtracts the new value from the original value to find the drop amount, then divides that drop by the original value and multiplies by 100 to get a percentage. This percentage shows what fraction of the original value was lost. You can enter the original and new values, and the tool instantly shows the percentage drop and the absolute amount lost.

Percentage Decrease = ((Original Value - New Value) / Original Value) × 100

Original Value is what something was worth or cost before the change. New Value is what it is now. The result is the percentage decrease. A larger percentage means a steeper drop.

Examples

InputResultNotes
Original: £200 | New value: £150Percentage decrease = 25%The item dropped by £50, which is 25% of the original £200 price. A typical sale discount.
Original: 80 kg | New weight: 72 kgPercentage decrease = 10%A 10% weight loss is often viewed as significant progress and measurable health improvement.
Original: 1,000 shares at £5 each | Now worth £4.25 eachPercentage decrease = 15%A 15% stock price drop is painful but not uncommon in volatile markets. Helps you assess portfolio damage.

How to use the Percentage Decrease Calculator

  1. Enter the original value (the starting amount before any change)
  2. Enter the new value (the current or final amount after the change)
  3. The calculator computes the percentage decrease automatically
  4. Review the percentage drop and the absolute amount lost
  5. Use the result to understand the scale of the change
  6. Compare across scenarios by adjusting inputs to see how different drops feel as percentages

Benefits

  • Understand the true scale of any drop—a £50 loss on £100 (50%) feels different from £50 loss on £5,000 (1%)
  • Compare discounts fairly—see if a 'sale' is actually worth buying or just marketing hype
  • Track weight loss, asset value, or sales performance in percentage terms—easier to spot trends over time
  • Make quick decisions on whether to sell stocks or assets based on how far they've dropped
  • Free tool eliminates spreadsheet maths and keeps calculations accurate

Tips & common mistakes

Common mistakes

  • Reversing the values—entering new value first or original value second flips your result; always put original value on top
  • Confusing percentage decrease with percentage drop of the new value—if £100 drops to £75 (25% down), going back to £100 is not a 25% increase but 33%
  • Ignoring context—a 10% drop in a volatile stock is normal; a 10% drop in your salary is alarming; percentage alone doesn't tell the full story
  • Forgetting to account for multiple decreases—a 50% drop followed by another 50% drop is not a 100% drop; it's 75% total (half of half)

Tips

  • Calculate percentage decrease for your bills month-to-month or year-to-year to spot inflation or savings wins
  • Track your investment portfolio's percentage drops to stay calm during downturns and avoid panic selling
  • Use percentage decrease when evaluating discounts—multiply the original price by the percentage decrease (as a decimal) to find the discount amount
  • When comparing multiple items, percentage decrease lets you see which loss is proportionally bigger, regardless of the actual prices involved

Frequently asked questions

How is percentage decrease different from percentage increase?

Percentage increase measures how much something went up from the original (e.g., £100 to £120 is 20% increase). Percentage decrease measures how much it went down (e.g., £100 to £80 is 20% decrease). The formula is the same shape, just subtracting in the opposite direction.

Why doesn't a 50% decrease followed by a 50% increase get back to the original?

Because the second 50% is calculated from the new lower value. £100 drops 50% to £50. A 50% increase on £50 is only £25, giving you £75 total—not £100. Percentage changes are always relative to the base you're working from.

Can percentage decrease be more than 100%?

No. A percentage decrease maxes out at 100% when the new value is zero (the item is completely gone). If the new value is somehow negative or the original was zero, the maths breaks—this calculator assumes both values are positive and original is larger.

How do I use this for discounts?

If a jumper was £80 and is now £60, the percentage decrease is 25%. That 25% is the discount amount. In real stores, they often advertise '25% off' without saying what the original price was, which makes it hard to judge value.

What if the new value is larger than the original?

That's an increase, not a decrease. The calculator will give you a negative percentage (e.g., -25%), which means the value went up by 25%. Use a percentage increase calculator instead for clarity, or just note that the value grew rather than shrank.

How do I calculate percentage decrease for something that started at zero?

You can't. Division by zero breaks the formula. If you started with zero, there's no baseline to measure a percentage from. This tool is for situations where you have a real starting value.

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FreeTooz Editorial Team · Last reviewed July 2026

Reviewed for accuracy. Results are estimates for general information and are not professional (medical, financial or legal) advice.