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1) Which of the following is a solution to the inequality below? \( 11 b<33 \) \( b=10 \quad b=3 \quad b=2 \quad b=7 \) Submit

Ask by Zimmerman Nichols. in the United States
Nov 14,2024

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The solution is \(b = 2\).

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To solve the inequality \( 11b < 33 \), we first divide both sides by 11, resulting in \( b < 3 \). This means that any value of \( b \) that is less than 3 will satisfy the inequality. From the options provided, \( b = 2 \) is the only solution that meets this criterion. Checking the other options: \( b = 10 \), \( b = 7 \), and \( b = 3 \) do not satisfy the inequality since they are all greater than or equal to 3. Therefore, the correct answer is \( b = 2 \).

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