Question

turner made spiced apple cider for a holiday party and divided it evenly among 12 mugs. each mug had more than 10 fluid ounces of apple cider. let x represent how much apple cider turner made. which inequality describes the problem? \\(\boldsymbol{\frac{x}{12} > 10}\\) \\(\boldsymbol{\frac{x}{12} geq 10}\\) solve the inequality. then, complete the sentence to describe the solution. turner made more than \\(\boldsymbol{square}\\) fluid ounces of apple cider.

Explanation:

Step1: Identify correct inequality

Each mug has more than 10 oz, so $\frac{x}{12} > 10$

Step2: Solve the inequality

Multiply both sides by 12:
$x > 10 \times 12$
$x > 120$

Answer:

Correct inequality: $\frac{x}{12} > 10$
Turner made more than 120 fluid ounces of apple cider.