Kaya used a recipe in which 3 tablespoons of vinegar were mixed with 4 tablespoons of olive oil. Which statement about the amount of vinegar mixed with olive oil is true?

A. \(\frac{3}{4}\) tablespoon of vinegar is mixed with every 7 tablespoons of olive oil because the ratio of vinegar to olive oil is 3:7.

B. \(\frac{3}{7}\) tablespoon of vinegar is mixed with every 7 tablespoons of olive oil because the ratio of vinegar to olive oil is 3:7.

C. \(\frac{3}{4}\) tablespoon of vinegar is mixed with every tablespoon of olive oil because the ratio of vinegar to olive oil is 3:4.

D. \(\frac{3}{7}\) tablespoon of vinegar is mixed with every tablespoon of olive oil because the ratio of vinegar to olive oil is 3:4.

A ratio is a mathematical expression that indicates how many times a particular number contains another one. In this example, the recipe contains 3 tablespoons of vinegar for every four ones of olive oil. Ratios usually provide information on measurements such as lengths, weights or time. Moreover, rations usually employ positive numbers.

Burger1123 Burger1123 · Answer 2 · 2024-08-28T02:43:04-04:00

The true statement is that for every tablespoon of olive oil, there are 3 over 4 tablespoon of vinegar mixed in, according to the 3:4 vinegar to olive oil ratio in the recipe.

The correct statement regarding the amount of vinegar mixed with olive oil, as given by the recipe where 3 tablespoons of vinegar are mixed with 4 tablespoons of olive oil, is that the ratio of vinegar to olive oil is 3:4. This means for every tablespoon of olive oil, there are 3 over 4 tablespoon of vinegar mixed in.

Therefore, the correct statement is that 3 over 4 tablespoon of vinegar is mixed with every tablespoon of olive oil because the ratio of vinegar to olive oil is 3:4.