Percentages

Quick, reliable percent calculators for everyday math.

When to use which?

  • Percentage: β€œWhat is 15% of 320?”, β€œ80 is what % of 500?”.
  • % Difference: Compare two values symmetrically (A vs B) without a baseline order.
  • % Change: Directional change from old β†’ new (increase or decrease).

Percentage Calculator

Solve common percent problems quickly.

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Answer:
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Use (X / Y) Γ— 100 = P% and variants. Decimals are allowed; avoid X=0 where division occurs.
Examples and formulas
What is P% of X?
Formula: Y = (P/100) Γ— X. Example: 15% of 80 = 0.15 Γ— 80 = 12.
Y is what % of X?
Formula: P% = (Y / X) Γ— 100. Example: 12 of 80 β†’ (12/80)Γ—100 = 15%.
Y is P% of what?
Formula: X = Y Γ· (P/100). Example: 12 is 15% of X β†’ 12 Γ· 0.15 = 80.

Percentage Difference

Find the percent difference between two values.

and
Answer (% difference):
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Formula: |V1 βˆ’ V2| / ((V1 + V2) / 2) Γ— 100
Example
Example: V1=5, V2=7 β†’ |5βˆ’7| / ((5+7)/2) Γ— 100 = 33.33%.

Percentage Change

Compute percent increase or decrease.

to
Answer (% change):
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Formula: ((new βˆ’ old) / old) Γ— 100
Example
Example: from 80 to 100 β†’ ((100βˆ’80)/80)Γ—100 = 25% increase.