(Continuing the add Ada function from the previous question.)

If we compile and run an Ada version of this function, on a platform with 32-bit Integers, passing it the values of a = 2147483647 and b = 10, the program results in a CONSTRAINT_ERROR being raised. Why does this error occur:

Question

(Continuing the add Ada function from the previous question.)

If we compile and run an Ada version of this function, on a platform with 32-bit Integers, passing it the values of a = 2147483647 and b = 10, the program results in a CONSTRAINT_ERROR being raised. Why does this error occur:

BlackTom AI · Accepted Answer

Re-stating the scenario helps ground our reasoning: we have an Ada function that adds two 32-bit integers, a = 2147483647 and b = 10. On a platform where the 32-bit signed integer range is -2147483648 to 2147483647, the sum a + b equals 2147483657, which lies outside the maximum representable value. Now let's evaluate each option against this scenario:

Option 1: "Integer overflow has occurred"
This statement points to a general overflow event, which is on the right track conceptually because the sum cannot be represented in the given integer type. However, in Ada, overflow is typically manifested as a Constraint_Error when a calculation exceeds the bounds of the subtype. The phrase is somewhat generic and does not explicitly connect to the 32-bit signed range or to the specific result exceeding that range. It signals the right phenomenon, but lacks the precision tied to the platform's bit-width and type limits involved in this case.

Option 2: "Integer underflow has occurred"
Underflow describes a value that is too small to be represented (going below the minimum). In this particular example, the issue is not about falling below the minimum negative value but about exceeding the maximum positive value. Therefore, underflow is not the correct characterization of what happens with a + b here, making this option incorrect.

Option 3: "The result of a+b is larger than can fit into the 32-bit signed integer type"
This option directly states that the sum exceeds the maximum representable value for a 32-bit signed integer. It aligns precisely with the arithmetic: 2147483647 + 10 = 2147483657, which is outside the -2147483648 .. 2147483647 range. This clarity matches the practical cause of the Constraint_Error on such a platform, tying the error to the exact size and sign constraints of the integer type.

Option 4: "Undefined behaviour has occurred"
Ada defines violations like overflow as constraint or range errors rather than undefined behavior. Undefined behavior is a concept more commonly associated with languages that do not specify behavior for certain illegal operations (or with languages that deliberately leave outcomes unspecified). In Ada, an overflow that exceeds the bounds of a discrete subtype triggers a defined exception (Constraint_Error), not undefined behavior. Hence this option is not correct for the described Ada scenario.

Putting the pieces together, the most consistent explanation with Ada’s model is that the sum cannot be represented within the 32-bit signed integer range, leading to a constraint-related exception rather than underflow or undefined behavior. The wording in Option 3 captures the exact boundary issue tied to the 32-bit signed type on that platform, while the other options either mischaracterize the failure mode or describe a different, unrelated condition.

SWEN90010_2025_SM1 Practice Exam

(Continuing the add Ada function from the previous question.) If we compile and run an Ada version of this function, on a platform with 32-bit Integers, passing it the values of a = 2147483647 and b = 10, the program results in a CONSTRAINT_ERROR being raised. Why does this error occur:

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