What would be the answer to the following expression?7 > 7 AND 8 < 4 ^ 2a.7b.None of the abovec.FALSEd.TRUE
Question
What would be the answer to the following expression?
7 > 7 AND 8 < 4 ^ 2
- a. 7
- b. None of the above
- c. FALSE
- d. TRUE
Solution
Let's break down the expression step by step:
-
Evaluate the first part of the expression:
7 > 7
7 > 7
isFalse
because 7 is not greater than 7.
-
Evaluate the second part of the expression:
8 < 4 ^ 2
- First, calculate
4 ^ 2
. In this context,^
typically represents exponentiation. 4 ^ 2
is16
.- Now, evaluate
8 < 16
. 8 < 16
isTrue
.
- First, calculate
-
Combine the results using the
AND
operator:- The expression now is
False AND True
. - The
AND
operator returnsTrue
only if both operands areTrue
. - Since one operand is
False
, the result isFalse
.
- The expression now is
Therefore, the answer is:
c. FALSE
Similar Questions
Determine the truth value of the following expression:(4 <= 2 * 3) and (7 + 1 == 8)
a is the value of the binomial 2a − 1 seven less than the value of the binomial 7 − 1.2a?
Which of the following expressions will be true if the expression ‘M ≥ K < T = Q’ is definitely true?a.K<Qb.T=Mc.M ≥ Td.Q<K
Indicate if the following statement is true or false:A * 3 >= B – 14 \ 3 AND F OR C <= D + 3 where A = 7, B = 9, C = 14, D = -4 and F = FALSETrueFalse
Simplify. Write the expression using only positive exponents.$8^{-2}\cdot a^7$8−2·a7The simplified expression is
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.