Arithmetic operations are very basic in every strongly type programming languages. We will oftenly save the result of this arithmetic computation in certain type of variable. Suppose if I am adding two integers then i will save the result in integer type variable. Now what happen if the sum is greater than the max value of result variable ? see how C# CLR will respond.
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)
So we can see here result is negative which is very shocking. There is no overflow alert/exception/warning.
By default, Compiler will raise the compile time error if we have used constants in expressions. See below for more details.
![](data:image/png;base64,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)
Here we can compiler raised the overflow exception.
C# is providing the solution to tackle this issue at run time with checked keyword which force the CLR to throw the overflow exception. Please see below how checked would do the task.
![](data:image/png;base64,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)
Here we can see an exception was thrown when result is overflown. We can also make the checked block if we have more than one expression eligible to be overflown. Please see below.
![](data:image/png;base64,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)
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