Which of the following is a solution to the inequality below? 3>h Choices: (A)h=2 (B)h=3 (C)h=5 (D)h=10

Understand the inequality: Understand the inequality 3 > h. This inequality means that h must be a number less than 3.Evaluate the choices: Evaluate the choices given to find which one satisfies the inequality 3 > h. (A) h = 2 is less than 3, so this could be a solution. (B) h = 3 is not less than 3, it is equal to 3, so this cannot be a solution. (C) h = 5 is greater than 3, so this cannot be a solution. (D) h = 10 is much greater than 3, so this cannot be a solution.Confirm the correct solution: Confirm the correct solution from the evaluated choices. The only choice that satisfies the inequality 3 > h is (A) h = 2.

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Algebra 1

Identify solutions to inequalities

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

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3 > h

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Choices:

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h = 2

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h = 3

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h = 5

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h = 10

Understand the inequality: Understand the inequality 3 > h. This inequality means that $h$ must be a number less than $3$ .
Evaluate the choices: Evaluate the choices given to find which one satisfies the inequality 3 > h.
(A) $h = 2$ is less than $3$ , so this could be a solution.
(B) $h = 3$ is not less than $3$ , it is equal to $3$ , so this cannot be a solution.
(C) $h = 5$ is greater than $3$ , so this cannot be a solution.
(D) $h = 10$ is much greater than $3$ , so this cannot be a solution.
Confirm the correct solution: Confirm the correct solution from the evaluated choices. $\newline$ The only choice that satisfies the inequality 3 > h is (A) $h = 2$ .