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Golang math.IsInf() Function with Examples
Golang | math.IsInf() Function: Here, we are going to learn about the IsInf() function of the math package with its usages, syntax, and examples.
Submitted by IncludeHelp, on September 01, 2021
math.IsInf()
The IsInf() function is an inbuilt function of the math package which is used to check whether the given parameter (f) is an infinity, according to another given parameter (sign). If sign > 0, IsInf() checks whether f is positive infinity. If sign < 0, IsInf() checks whether f is negative infinity. If sign == 0, IsInf() checks whether f is either infinity.
It accepts two parameters (f, sign), and checks whether f is an infinity, according to sign.
Syntax
func IsInf(f float64, sign int) bool
Parameters
- f : The value to be used to check the positive or negative infinity.
- sign : An integer value to be compared with f.
Return Value
The return type of IsInf() function is a bool, it checks whether f is an infinity, according to sign.
Example 1
// Golang program to demonstrate the
// example of math.IsInf() Function
package main
import (
"fmt"
"math"
)
func main() {
fmt.Println(math.IsInf(math.Inf(1), 1))
fmt.Println(math.IsInf(math.Inf(1), -1))
fmt.Println(math.IsInf(math.Inf(1), 0))
fmt.Println(math.IsInf(math.Inf(-1), 1))
fmt.Println(math.IsInf(math.Inf(-1), -1))
fmt.Println(math.IsInf(math.Inf(-1), 0))
}
Output:
true
false
true
false
true
true
Example 2
// Golang program to demonstrate the
// example of math.IsInf() Function
package main
import (
"fmt"
"math"
)
func main() {
var IsInfX float64
var IsInfSign int
var result bool
IsInfX = math.Inf(1)
IsInfSign = 1
result = math.IsInf(IsInfX, IsInfSign)
fmt.Println("IsInf(", IsInfX, ",", IsInfSign, ") = ", result)
IsInfX = math.Inf(1)
IsInfSign = -1
result = math.IsInf(IsInfX, IsInfSign)
fmt.Println("IsInf(", IsInfX, ",", IsInfSign, ") = ", result)
IsInfX = math.Inf(1)
IsInfSign = 0
result = math.IsInf(IsInfX, IsInfSign)
fmt.Println("IsInf(", IsInfX, ",", IsInfSign, ") = ", result)
IsInfX = math.Inf(-1)
IsInfSign = 1
result = math.IsInf(IsInfX, IsInfSign)
fmt.Println("IsInf(", IsInfX, ",", IsInfSign, ") = ", result)
IsInfX = math.Inf(-1)
IsInfSign = -1
result = math.IsInf(IsInfX, IsInfSign)
fmt.Println("IsInf(", IsInfX, ",", IsInfSign, ") = ", result)
IsInfX = math.Inf(-1)
IsInfSign = 0
result = math.IsInf(IsInfX, IsInfSign)
fmt.Println("IsInf(", IsInfX, ",", IsInfSign, ") = ", result)
}
Output:
IsInf( +Inf , 1 ) = true
IsInf( +Inf , -1 ) = false
IsInf( +Inf , 0 ) = true
IsInf( -Inf , 1 ) = false
IsInf( -Inf , -1 ) = true
IsInf( -Inf , 0 ) = true
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