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Gabrielle is baking desserts for a potluck. At least 3838 servings of dessert will be required. For every batch of brownies she bakes, she will get 1313 servings, and every pie will yield 1010 servings.\newlineSelect the inequality in standard form that describes this situation. Use the given numbers and the following variables.\newlinex=x = the number of batches of brownies\newliney=y = the number of pies\newlineChoices:\newline(A) 13x+10y≥3813x + 10y \geq 38\newline(B) 13x+10y≤3813x + 10y \leq 38\newline(C) 10x+13y≤3810x + 13y \leq 38\newline(D) 10x+13y≥3810x + 13y \geq 38

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Q. Gabrielle is baking desserts for a potluck. At least 3838 servings of dessert will be required. For every batch of brownies she bakes, she will get 1313 servings, and every pie will yield 1010 servings.\newlineSelect the inequality in standard form that describes this situation. Use the given numbers and the following variables.\newlinex=x = the number of batches of brownies\newliney=y = the number of pies\newlineChoices:\newline(A) 13x+10y≥3813x + 10y \geq 38\newline(B) 13x+10y≤3813x + 10y \leq 38\newline(C) 10x+13y≤3810x + 13y \leq 38\newline(D) 10x+13y≥3810x + 13y \geq 38
  1. Calculate Brownies Servings: Brownies per batch give 1313 servings, so for xx batches, it's 13x13x servings.
  2. Calculate Pies Servings: Pies give 1010 servings each, so for yy pies, it's 10y10y servings.
  3. Determine Total Servings Needed: Total servings needed is at least 3838, so the total servings from brownies and pies should be greater than or equal to 3838.
  4. Formulate Inequality: The inequality that represents this situation is 13x+10y≥3813x + 10y \geq 38.

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