Determine whether the compound condition is True or False. 4 < 3 and 5 < 10
4 <3 or 5 < 10
not (5 > 13)

The given compound conditions would be considered true or false as follows:

i). 4 < 3 and 5 < 10 - False

ii). 4 <3 or 5 < 10 - True

iii). not (5 > 13)  - True

Thus, the first statement is false and the other two are true.

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The answer to this question is given below in the explanation section.

Explanation:

The given compound statement are:

4 < 3 and 5 < 10

4 <3 or 5 < 10

not (5 > 13)

4 < 3 and 5 < 10  this statement is false because "and" logical operator required that both operand (4<3) and (5<10) are true. Statement (4<3) is a false statement so this statement is false. "and" operator becomes true when all its inputs are true otherwise it becomes false.

4 < 3 or 5 < 10  this statement is true because "or" logical operator to be true if one of its input is true and false when all inputs are false. so in this compound statement, the first statement is false and the second statement is true. so this compound statement is true.

not(5>13) this compound statement is true because it has "not" operator and "not" operator makes a false statement to true and vice versa. so (5>13) is a false statement, and when you append "not" operator before it, then this compound statement will become true statement, so this is a true statement.

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