Chapter 9: Problem 63
Given variables one, two, and three, write an assertion for each of the following questions. a. Is one greater than both two and three? b. Is one greater than two, but less than three? c. Are all three variables greater than zero? d. Is one less than two or is one less than three? e. Is two greater than one and is three less than two?
Short Answer
Step by step solution
Understand Assertions
Assertion for a) Condition
Assertion for b) Condition
Assertion for c) Condition
Assertion for d) Condition
Assertion for e) Condition
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Key Concepts
These are the key concepts you need to understand to accurately answer the question.
Conditional Statements
A simple example of a conditional statement might check if a number is greater than zero:
- If the number is greater than zero, print a message saying it's a positive number.
- If not, print a different message.
Logical Operators
- The `and` operator requires both conditions to be true.
- The `or` operator requires at least one of the conditions to be true.
- The `not` operator inverts the truth value of a condition.
Variable Comparison
For example, determining whether `one` is greater than `two` can be straightforwardly checked using `assert one > two`. In the exercise, different comparisons between three variables were used to create assertions, such as checking whether all variables were greater than zero with `assert one > 0 and two > 0 and three > 0`. This step verifies that each variable meets the necessary criteria for the program logic to hold true.
Error Handling
In the context of the exercise, when an assertion does not hold true, the program will produce an error message. This message can help the programmer identify which assertion failed and why. Thus, error handling through assertions provides a valuable mechanism to validate assumptions.
- If a program continues to run without errors, it indicates that all assertions have been correctly met.
- If an error occurs, it acts as a clear signal that a certain condition has not been fulfilled, prompting a review of the logic.