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Evaluate the following expression: 4 >6 || 10 < 2 * 6

A. True

B. False

Answer: Option A

Solution(By Examveda Team)

In the given expression, we have two conditions connected by the logical OR operator (||):

- 4 > 6: This condition is false because 4 is not greater than 6.
- 10 < 2 * 6: This condition is true because 10 is less than 12 (2 multiplied by 6).

The logical OR operator (||) returns true if at least one of the conditions is true. In this case, the second condition is true, so the overall expression is true.

So, the correct answer is Option A: True.

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Comments ( 1 )

  1. Buabeng Emmanuel
    Buabeng Emmanuel :
    8 months ago

    I doubt the answer.

    The expression `4 > 6 || 10 < 2 * 6` is evaluated as follows:

    1. Evaluate `4 > 6`: This evaluates to `false` because 4 is not greater than 6.
    2. Evaluate `10 < 2 * 6`: This evaluates to `false` because 10 is not less than 12 (which is the result of `2 * 6`).

    3. Finally, evaluate the logical OR (`||`) between the results of the two comparisons: `false || false` which results in `false`.

    So, the overall expression `4 > 6 || 10 < 2 * 6` evaluates to `false`.

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