Solve the following inequality by using the Addition Property of Inequalities. $$n - 2 - 8$ B) $n 2$ C) $n

Name: Solve the following inequality by using the Addition Property of Inequalities. \[n - 2 - 8\) B) $n > 2$ C) $n < - 10$ D) $n < - 8$ E) No solutions exist
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Question

Solve the following inequality by using the Addition Property of Inequalities. $$n - 2 < - 10$$ A) $n > - 8$ B) $n > 2$ C) $n < - 10$ D) $n < - 8$ E) No solutions exist

Quizplus · Accepted Answer

Using the Addition Property of Inequalities, we can add 2 to both sides of the inequality to isolate the variable n: 
$$n - 2 + 2 < -10 + 2$$
$$n < - 8$$
Therefore, the solution is n < - 8, which is choice D.

Solve the Following Inequality by Using the Addition Property of Inequalities