Math · Percentages

How to Find the Percentage of a Number
2-Step Method + 15 Examples

Learn how to find the percentage of any number in 2 steps. Method: multiply by decimal equivalent. 15% of 200 = 0.15 × 200 = 30. With 15 examples and mental math tricks.

⚡ RESPUESTA RÁPIDA

Method: convert % to decimal (divide by 100), then multiply. 15% of 200 → 0.15 × 200 = 30. Quick tricks: 10% = move decimal left. 50% = divide by 2. 25% = divide by 4.

The 2-Step Method

Convert the percentage to a decimalDivide by 100. 15% → 0.15. 8% → 0.08. 125% → 1.25.
Multiply by the number0.15 × 200 = 30. So 15% of 200 is 30.

Mental Math Shortcuts

%ShortcutExample (of 80)
10%Move decimal left 18
20%10% × 216
25%Divide by 420
50%Divide by 240
75%50% + 25%60
1%Move decimal left 20.8

15 Examples

10% of 500
50
25% of 80
20
15% of 200
30
30% of $600
$180
5% of 1,000
50
20% of $85
$17
40% of 250
100
75% of 120
90
8% of $500
$40
35% of 200
70
12% of $350
$42
60% of 150
90
16% of $1,200
$192
7.5% of $400
$30
150% of 60
90

Real-World Applications

Errores Más Comunes — Evítalos

❌ No verificar el resultado

Siempre sustituye tu respuesta en el problema original para confirmar que es correcta.

❌ Saltarse pasos

Los errores ocurren cuando se trata de hacer todo mentalmente. Escribe cada paso.

✅ La mejor práctica

Lee el problema dos veces antes de resolver. Identifica qué te dan y qué te piden.

¿Cuándo Usar Esta Técnica?

Esta técnica aplica en exámenes de secundaria, preparatoria y universidad. Es fundamental dominarla antes de pasar a temas más avanzados.

Also useful

More Practice Problems

Problem 1 — Identify the formulaBefore calculating, make sure you know which formula to use. Write down what you know and what you need to find.
Problem 2 — Substitute carefullyReplace variables with their values. Double-check every substitution before computing.
Problem 3 — Verify your answerPlug your answer back into the original equation or condition. If it works, you're done!
Problem 4 — Real-world applicationThink about where you'd use this in real life: shopping discounts, cooking measurements, engineering calculations, finance.

Frequently Asked Questions

How many problems should I practice?

Aim for 10-20 problems per concept, gradually increasing difficulty. Consistent daily practice (even 15 minutes) beats occasional marathon sessions.

What if I get stuck?

1) Re-read the problem. 2) List all given information. 3) Identify what you need to find. 4) Choose the right formula. 5) Calculate step by step.

Why should I show my work?

Writing each step helps you spot errors, earns partial credit on tests, and builds the habit of organized mathematical thinking.

Key Tips for Success