For unsigned integers, what are the bounds on x − y if ...?
Analyze the for unsigned integers, what are the bounds on x − y if ...?.
Examples
Input:"test_input_1"
Output:"output_1"
Input:"test_input_2"
Output:"output_2"
Hints
Consider the properties of unsigned integers and how subtraction behaves when the result would be negative in a signed context.
What is the smallest possible value of x − y when x < y, given that unsigned integers wrap around underflow?
Derive the mathematical bounds for x − y by analyzing the cases where x ≥ y and x < y separately, accounting for the wrap-around behavior of unsigned integers.
For unsigned integers, what are the bounds on x − y if ...?
Analyze the for unsigned integers, what are the bounds on x − y if ...?.