Which of the following is a solution to the inequality below? x>5 Choices: (A)x=1 (B)x=8 (C)x=10 (D)x=11

Understand Inequality x > 5: Understand the inequality x > 5. What does this inequality represent? The inequality x > 5 means that x must be greater than 5.Compare Choices to Inequality x > 5: Compare each choice to the inequality x > 5. (A) x = 1 is not greater than 5. (B) x = 8 is greater than 5. (C) x = 10 is greater than 5. (D) x = 11 is greater than 5.Determine Solutions to Inequality: Determine which of the choices are solutions to the inequality. Since x must be greater than 5, we can eliminate choice (A) x = 1 because it does not satisfy the inequality. Choices (B) x = 8, (C) x = 10, and (D) x = 11 are all greater than 5 and therefore are solutions to the inequality.

Home

Math Problems

Algebra 1

Identify solutions to inequalities

Full solution

Q. Which of the following is a solution to the inequality below?

\newline

x>5

\newline

Choices:

\newline

(A)

x=1

\newline

(B)

x=8

\newline

(C)

x=10

\newline

(D)

x=11

Understand Inequality x > 5: Understand the inequality x > 5. What does this inequality represent? The inequality x > 5 means that $x$ must be greater than $5$ .
Compare Choices to Inequality x > 5: Compare each choice to the inequality x > 5. $\newline$ (A) $x = 1$ is not greater than $5$ . $\newline$ (B) $x = 8$ is greater than $5$ . $\newline$ (C) $x = 10$ is greater than $5$ . $\newline$ (D) $x = 11$ is greater than $5$ .
Determine Solutions to Inequality: Determine which of the choices are solutions to the inequality. $\newline$ Since $x$ must be greater than $5$ , we can eliminate choice (A) $x = 1$ because it does not satisfy the inequality. $\newline$ Choices (B) $x = 8$ , (C) $x = 10$ , and (D) $x = 11$ are all greater than $5$ and therefore are solutions to the inequality.