Calculadora de interés simple
Calcula el interés, el monto total y la tasa de interés usando la fórmula de interés simple.
Preguntas frecuentes
- ¿Cuál es la fórmula del interés simple?
- I = P × r × t, donde P es el capital, r es la tasa de interés anual como decimal y t es el tiempo en años. El monto total es P + I.
- ¿Cuál es la diferencia entre interés simple e interés compuesto?
- El interés simple se calcula solo sobre el capital original. El interés compuesto se calcula sobre el capital más los intereses previamente ganados — por lo que el interés gana interés. Con el tiempo, el interés compuesto crece significativamente más rápido.
- ¿Cuándo se usa el interés simple?
- El interés simple es común en préstamos a corto plazo, préstamos de auto, algunos préstamos personales y bonos de ahorro de EE. UU. La mayoría de las inversiones a largo plazo e hipotecas usan interés compuesto.
- ¿Cómo calculo el interés simple para meses en lugar de años?
- Divide el número de meses entre 12 para obtener t en años. Para un período de 6 meses, usa t = 0,5. Para 18 meses, usa t = 1,5.
ACERCA DE ESTA HERRAMIENTA
Simple interest grows at a constant rate: interest is calculated only on the original principal using the formula I = P x r x t, so the amount earned or owed is the same every period rather than increasing as the balance grows. Enter the principal, annual rate, and time period, and the tool solves for interest owed, total repayment amount, or the implied rate if you know the other three values. It's the correct formula for many short-term loans and certain bonds, but most everyday accounts, like savings accounts and credit cards, actually use compound interest, which grows faster because each period's interest is added to the balance before the next period's interest is calculated.
CÓMO USARLO
- Enter the principal amount — the initial sum borrowed, invested, or loaned.
- Enter the annual interest rate.
- Enter the time period, matching the units the rate is quoted in.
- Choose whether to solve for interest earned or owed, total amount, or rate.
- Read the calculated result.
CASOS DE USO COMUNES
- Checking the interest on a short-term personal loan between friends or family with an agreed flat rate.
- Verifying the stated return on a simple-interest bond or promissory note.
- A student working through a finance or math homework problem using the P x r x t formula.
- Comparing a simple-interest loan offer against a compound-interest alternative to see which actually costs less.
- Estimating interest owed on a short bridge loan or informal business loan.
CONSEJOS Y ERRORES COMUNES
- Simple interest is always lower than compound interest at the same rate over the same period once more than one period has passed.
- Match the time period's units to the rate's units — an annual rate needs time expressed in years unless you convert first.
- Most credit cards, mortgages, and savings accounts use compound interest, so this formula won't match those account statements.
- Simple interest shows up in certain short-term commercial paper, some auto loans, and basic promissory notes.
MÁS PREGUNTAS
- What's the real dollar difference between simple and compound interest?
- Compound interest accrues interest on previously earned interest, so its growth is exponential while simple interest grows linearly. Over short periods the difference is small, but the gap widens substantially the longer the money sits and compounds.
- How do I find the interest rate if I know the interest paid, principal, and time?
- Rearrange the formula to r = I / (P x t). Enter the known interest, principal, and time, and the calculator can solve for the implied rate directly.
- Are car loans simple or compound interest?
- It varies by lender and loan structure. Some auto loans use a precomputed method similar to simple interest, while others amortize in a way closer to compound interest. Check the loan agreement's specific terms rather than assuming.
- Can the time period be a fraction, like six months?
- Yes. Express it as 0.5 years when the rate is annual, since the formula works with fractional periods as long as the units are consistent with the rate.