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.

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`.