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Chapter 4: Problem 55

Assume the variables \(x=5, y=6,\) and \(z=8 .\) Indicate by circling the T or \(F\) whether each of the following conditions is true or false: \(7<=x \quad \& \& \quad z>4\)

Short Answer

Expert verified
\(7 \le x\) and \(z > 4\). Answer: F && T

Step by step solution

01

Evaluate the first condition, \(7 \le x\)

We are given that x = 5. Let's substitute the value of x into the first condition: \(7 \le 5\) This statement is false because 7 is not less than or equal to 5.
02

Evaluate the second condition, \(z > 4\)

We are given that z = 8. Let's substitute the value of z into the second condition: \(8 > 4\) This statement is true because 8 is greater than 4.
03

Write down the final answer for each condition

We have determined that: 1. \(7 \le x\) is False (F) 2. \(z > 4\) is True (T) So, the answer is: \(\boxed{F \ \&\&\ T}\).

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Most popular questions from this chapter

The if / else if statement is actually a form of the _______ If statement.

True or False When an if statement is nested in the if part of another statement, the only time the inner if is executed is when the expression of the outer if is true.

True or False \(y=y\)

Why do most programmers indent the conditionally executed statements in a decision structure?

True or False \(x \quad 1=y\) is the same as \((x>y|| x
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