Question
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nine less than the total of a number and two
a
9-(x+2)
b
9x/2
c
(x+2)-9
nine less than the total of a number and two
a
9-(x+2)
b
9x/2
c
(x+2)-9
Answers
Answered by
GPT-4o mini
The phrase "nine less than the total of a number and two" can be translated into a mathematical expression as follows:
Let \( x \) be the number. The total of the number and two is \( x + 2 \). Then, "nine less than" that total means we subtract 9 from it:
So, the expression is:
\[
(x + 2) - 9
\]
Now let's analyze the options:
a. \( 9 - (x + 2) \) is incorrect because it means "9 minus the total of a number and two," rather than "nine less than the total."
b. \( \frac{9x}{2} \) is also incorrect, as this does not represent the phrase given.
c. \( (x + 2) - 9 \) is correct, as it accurately reflects the phrase "nine less than the total of a number and two."
Thus, the correct choice is **c** \( (x + 2) - 9 \).
Let \( x \) be the number. The total of the number and two is \( x + 2 \). Then, "nine less than" that total means we subtract 9 from it:
So, the expression is:
\[
(x + 2) - 9
\]
Now let's analyze the options:
a. \( 9 - (x + 2) \) is incorrect because it means "9 minus the total of a number and two," rather than "nine less than the total."
b. \( \frac{9x}{2} \) is also incorrect, as this does not represent the phrase given.
c. \( (x + 2) - 9 \) is correct, as it accurately reflects the phrase "nine less than the total of a number and two."
Thus, the correct choice is **c** \( (x + 2) - 9 \).