# Finding Cube Root of Specified Number in Golang

Go language provides inbuilt support for basic constants and mathematical functions to perform operations on the numbers with the help of the math package. You are allowed to find the cube root of the specified number with the help of Cbrt() function provided by the math package. So, you need to add a math package in your program with the help of the import keyword to access Cbrt() function.

Syntax:

`func Cbrt(y float64) float64`
• If you pass +Inf or -Inf in this function, then this function will return +Inf or -Inf.
• If you pass 0 in this function, then this function will return 0.
• If you pass NaN(not-a-number) in this function, then this function will return NaN.

Example 1:

## Go

 `// Golang program to illustrate how to find ` `// the cube root of the given number ` `  `  `package` `main ` `  `  `import` `( ` `    ``"fmt"` `    ``"math"` `) ` `  `  `// Main function ` `func` `main() { ` `  `  `    ``// Finding the cube root ` `    ``// of the given value ` `    ``// Using Cbrt() function ` `    ``res_1 := math.Cbrt(``3``) ` `    ``res_2 := math.Cbrt(math.Inf(-``3``)) ` `    ``res_3 := math.Cbrt(``0``) ` `    ``res_4 := math.Cbrt(math.NaN()) ` `  `  `    ``// Displaying the result ` `    ``fmt.Printf(``"Result 1: %.1f"``, res_1) ` `    ``fmt.Printf(``"\nResult 2: %.1f"``, res_2) ` `    ``fmt.Printf(``"\nResult 3: %.1f"``, res_3) ` `    ``fmt.Printf(``"\nResult 4: %.1f"``, res_4) ` `}`

Output

```Result 1: 1.4
Result 2: -Inf
Result 3: 0.0
Result 4: NaN```

Example 2:

## Go

 `// Golang program to illustrate how to find ` `// the cube root of the given number ` `  `  `package` `main ` `  `  `import` `( ` `    ``"fmt"` `    ``"math"` `) ` `  `  `// Main function ` `func` `main() { ` `  `  `    ``// Finding cube root  ` `    ``// of the given number ` `    ``nvalue_1 := math.Cbrt(``3``) ` `    ``nvalue_2 := math.Cbrt(-``7``) ` `  `  `    ``// Sum of the given values ` `    ``res := nvalue_1 + nvalue_2 ` `  `  `    ``// Displaying results ` `    ``fmt.Printf(``"%.1f + %.1f = %.1f"``, ` `            ``nvalue_1, nvalue_2, res) ` `  `  `}`

Output

`1.4 + -1.9 = -0.5`

Time complexity: O(log N)
Auxiliary space: O(1)

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