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which of the given boolean expressions is true? 2 < -2 4 > 3 * 4 + 16 1…

Question

which of the given boolean expressions is true? 2 < -2 4 > 3 4 + 16 1310 < -128 7 == 7

Explanation:

Step1: Analyze \(2 < - 2\)

Positive number \(2\) is not less than negative number \(-2\). So \(2 < - 2\) is \(False\).

Step2: Analyze \(4>3*4 + 16\)

First calculate \(3*4+16=12 + 16=28\). Then \(4>28\) is \(False\).

Step3: Analyze \(13*10 < - 128\)

Calculate \(13*10 = 130\). Positive number \(130\) is not less than negative number \(-128\). So \(13*10 < - 128\) is \(False\).

Step4: Analyze \(7==7\)

Two equal numbers, so \(7==7\) is \(True\).

Answer:

\(7==7\)