Difference between Convert.ToInt32 vs Int32.Parse
Int32.Parse
Syntax:
Int32.Parse (string s)
- Int32.Parse (string s) method converts the string representation of a number to its 32-bit signed integer equivalent.
- When “s” is a null reference, it will throw ArgumentNullException.
- If “s” is other than integer value, it will throw FormatException.
- When “s” represents a number less than MinValue or greater than MaxValue, it will throw OverflowException.
For example:
using System.Collections.Generic;
using System.Linq;
using System.Text;
namespace Convert.ToInt32_vs_Int32.Parse
{
class Program
{
static void Main(string[] args)
{
string val1 = "7777";
string val2 = "777.77";
string val3 = null;
string val4 = "77777777777777777777123456789";
int result;
result = Int32.Parse(val1);
///An unhandled exception of type 'System.FormatException'
///occurred in mscorlib.dll
result = Int32.Parse(val2);
//An unhandled exception of type 'System.ArgumentNullException'
//occurred in mscorlib.dll
result = Int32.Parse(val3);
//An unhandled exception of type 'System.OverflowException'
///occurred in mscorlib.dll
result = Int32.Parse(val4);
}
}
}
Code Explanation:
Here we define the library files.
In this line we define the namespace “Convert.ToInt32_vs_Int32.Parse”
In this program the class name as “program” is defined.
public static void main(String[] args)
- public is the visibility. This can be public, private, protected or default.
- static is a special [optional] keyword that indicates that this method can be called without creating an instance of this class.
- void is the return type of this method, indicating that this method doesn't return anything.
- main( ... ) is the name of this method. The parentheses indicate that this is a method.
- String[] args is a single parameter for the method. String[] is the type of the parameter, indicating an array of Strings. args is the name of the parameter.
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)
In this section we define the string variable var1, var2, var3, var4 and their values.
In this line we declare the variable “result” as integer.
Here in this line the variable “var1” value will be parsed using the method Int32.Parse() returns the value “77777” which will be stored in the variable “result”.
Similarly, variable “var2” value will be parsed using the method Int32.Parse() and returns 'System.FormatException' which will be stored in the variable “result”.
Same as that variable “var3” value will be parsed using the method Int32.Parse() returns 'System.ArgumentNullException' which will be stored in the variable “result”.
In this line,the variable “var4” value will be parsed using the method Int32.Parse() returns 'System.OverflowException' which will be stored in the variable “result”.
Convert.ToInt32(string)
Syntax:
Convert.ToInt32(string s)
- Convert.ToInt32(string s) method converts the specified string representation of 32-bit signed integer equivalent. This calls in turn Int32.Parse () method.
- “s” is a null reference, it will return “0” rather than throwing an ArgumentNullException.
- If “s” is other than integer value, it will throw FormatException.
- When “s” represents a number less than MinValue or greater than MaxValue, it will throw OverflowException.
For example:
using System;
using System.Collections.Generic;
using System.Linq;
using System.Text;
namespace Convert.ToInt32_vs_Int32.Parse
{
class Program
{
static void Main(string[] args)
{
string val1 = "7777";
string val2 = "777.77";
string val3 = null;
string val4 = "77777777777777777777123456789";
int result;
//result 7777
result = System.Convert.ToInt32(val1);
///An unhandled exception of type 'System.FormatException'
///occurred in mscorlib.dll
result = System.Convert.ToInt32(val2);
//value is 0
result = System.Convert.ToInt32(val3);
//An unhandled exception of type 'System.OverflowException'
///occurred in mscorlib.dll
result = System.Convert.ToInt32(val4);
}
}
}
Code Explanation:
![](data:image/png;base64,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)
In this section we define the string variable var1, var2, var3, var4 and their values.
Here in this line the variable “var1” value will be parsed using the method System.Convert.ToInt32() that returns the value “77777” which will be stored in the variable “result”.
Similarly, variable “var2” value will be parsed using the method System.Convert.ToInt32() that returns 'System.FormatException' which will be stored in the variable “result”.
Same as that variable “var3” value will be parsed using the method System.Convert.ToInt32() that returns “0” which will be stored in the variable “result”.
In this line variable “var4” value will be parsed using the method System.Convert.ToInt32() that returns 'System.OverflowException' which will be stored in the variable “result”.
Applies to:
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