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When evaluating a logical expression, the final outcome can often be determined without the requirement to evaluate all of the operands.

Once the final outcome is determined, no attempt is made to evaluate the remainder of the expression. This is short-circuit evaluation.

Code from Question 1

Consider the following code fragment from Question 1 :

int x = 5, y = 6; if((x>y) || (y<x/0)){ ...

The (||) operator is the logical or operator.

Boolean operands required

This operator requires that its left and right operands both be of type boolean . This operator performs an inclusive or on its left and right operands. The rules for an inclusive or are:

If either of its operands is true, the operator returns true. Otherwise, it returns false.

Left operand is false

In this particular expression, the value of x is not greater than the value of y . Therefore, the left operand of the logical or operator is not true.

Right operand must be evaluated

This means that the right operand must be evaluated in order to determine the final outcome.

Right operand attempts to divide by zero

However, when an attempt is made to evaluate the right operand, an attempt is made to divide x by zero. This throws an exception, which is not caught and handled by the program, so the program terminates as described in Question 1 .

Similar code from Question 2

Now consider the following code fragment from Question 2 .

int x = 5, y = 6; if((x<y) || (y<x/0)){ System.out.println("A");...

Note that the right operand of the logical or operator still contains an expression that attempts to divide the integer x by zero.

No runtime error in this case

This program does not terminate with a runtime error. Why not?

And the answer is ...

In this case, x is less than y . Therefore, the left operand of the logical or operator is true.

Remember the rule for inclusive or

It doesn't matter whether the right operand is true or false. The final outcome is determined as soon as it is determined that the left operand is true.

The bottom line

Because the final outcome has been determined as soon as it is determined that the left operand is true, no attempt is made toevaluate the right operand.

Therefore, no attempt is made to divide x by zero, and no runtime error occurs.

Short-circuit evaluation

This behavior is often referred to as short-circuit evaluation .

Only as much of a logical expression is evaluated as is required to determine the final outcome.

Once the final outcome is determined, no attempt is made to evaluate the remainder of the logical expression.

This is not only true for the logical or operator, it is also true for the logical and operator, which consists of two ampersand characters with no space between them.

Back to Question 2

Answer 1

B. Runtime Error

Explanation 1

Divide by zero

Whenever a Java program attempts to evaluate an expression requiring that a value of one of the integer types be divided by zero, it will throw an ArithmeticException . If this exception is not caught and handled by the program, it will cause the program to terminate.

Attempts to divide x by 0

This program attempts to evaluate the following expression:

(y<x/0)

This expression attempts to divide the variable named x by zero. This causes the program to terminate with the following error message when running under JDK 1.3:

java.lang.ArithmeticException: / by zero at Worker.doLogical(Ap039.java:13)at Ap039.main(Ap039.java:6)

Back to Question 1

-end-

Questions & Answers

Ayele, K., 2003. Introductory Economics, 3rd ed., Addis Ababa.
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Ariel
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Ariel
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Widad Reply
the study of how humans make choices under conditions of scarcity
AI-Robot
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Abdulraufu
Suppose the demand function that a firm faces shifted from Qd  120 3P to Qd  90  3P and the supply function has shifted from QS  20  2P to QS 10  2P . a) Find the effect of this change on price and quantity. b) Which of the changes in demand and supply is higher?
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Jan
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out-of-pocket costs for a firm, for example, payments for wages and salaries, rent, or materials
AI-Robot
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identify a demand and a supply curve
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Source:  OpenStax, Object-oriented programming (oop) with java. OpenStax CNX. Jun 29, 2016 Download for free at https://legacy.cnx.org/content/col11441/1.201
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