Golang : Compound interest over time example

It is time for me to do something "lighter" now.... such as investing rather than heavy duty programming ..... so that I get to spend more quality time with friends and family members. In investing, the open secret is to compound your money over time.

In fact, according to Albert Einstein :

“Compound interest is the eighth wonder of the world. He who understands it, earns it ... he who doesn't ... pays it.”

The common compound formula that most people understand is how to calculate compound interest over certain time. There are other compound formulas to calculate other types of cash flow(stream of money or earnings), but we will just use the basic compound interest formula.

Below is an example of how to calculate compound interest in Golang. I've tested the function with the given examples found in Wikipedia and the result matched. It should be accurate as far as my own mathematical knowledge goes.

Here you go!

 package main

 import (

 // calculate the compound interest with formula from Wikipedia
 // https://en.wikipedia.org/wiki/Compound_interest#Calculation_of_compound_interest

 func compoundInterest(principal float64, interestRate float64, frequencyPerYear float64, overYears int) float64 {

 // (1 + interestRate / frequencyPerYear)
 block := 1 + (interestRate / float64(frequencyPerYear))

 // frequencyPerYear * overYears
 exponent := frequencyPerYear * float64(overYears)

 compoundInterest := principal * math.Pow(block, float64(exponent))

 return compoundInterest

 func main() {

 wikiExample := compoundInterest(1500, 0.043, 4, 6)

 var p, rate, freq float64
 var time int

 fmt.Println("Enter the principal : ")
 fmt.Scanf("%f", &p)

 fmt.Println("Enter the interest rate : ")
 fmt.Scanf("%f", &rate)

 fmt.Println("Enter the compounding frequency per year : ")
 fmt.Println("[1 for yearly, 4 for quarterly and 12 for monthly]")
 fmt.Scanf("%f", &freq)

 fmt.Println("Enter the duration in years : ")
 fmt.Scanf("%d", &time)

 result := compoundInterest(p, rate, freq, time)

Sample output:


Enter the principal :


Enter the interest rate :


Enter the compounding frequency per year :

[1 for yearly, 4 for quarterly and 12 for monthly]

0.5 <--- n = 1/2 = 0.5 (the interest is compounded every two years)

Enter the duration in years :



Happy coding and may the wealth be with you!






By Adam Ng

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