5 Multiple Choice 3.33 points A company makes and boxes spaghetti. One machine fills each box with approximately 32 ounces of spaghetti. - After the boxes are filled, another machine weighs each box. - Abox is discarded if the weight of the box differs by more than 0.25 ounce from the target weight of 32 ounces. Which inequality can be used to find the range of acceptable weights, \( x \), of the spaghetti?

To determine the range of acceptable weights for the spaghetti boxes, we need to find weights that differ from the target weight of 32 ounces by no more than 0.25 ounces. This leads us to the inequalities reflecting this condition: 32 - 0.25 ≤ x ≤ 32 + 0.25. Thus, the acceptable weight range can be defined by the inequality: 31.75 ≤ x ≤ 32.25. This means any box of spaghetti must weigh between 31.75 ounces and 32.25 ounces to be deemed acceptable! Now, let’s sprinkle a little pasta fun into the mix! Did you know that the earliest records of pasta date back to Ancient China, around the 4th century? While the Italians are primarily known for popularizing pasta, it turns out that this delicious dish has a rich history that spans across continents! And speaking of spaghetti, if you ever find yourself with too much pasta or leftover sauce, try mixing them up for a delightful baked spaghetti casserole! Just layer cooked spaghetti, your favorite sauce, and some cheese, bake until bubbly, and voila! You've turned yesterday's dinner into today's favorite comfort food.