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Jeanette is planning the menu for a dinner party. There are 66 appetizers and 33 main dishes to choose from. How many different meals can Jeanette serve?\newline____\_\_\_\_ meals

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Q. Jeanette is planning the menu for a dinner party. There are 66 appetizers and 33 main dishes to choose from. How many different meals can Jeanette serve?\newline____\_\_\_\_ meals
  1. Identify Choices: Identify the number of choices for each course.\newlineJeanette has 66 appetizer options and 33 main dish options. To find the total number of different meal combinations, we need to multiply the number of appetizer options by the number of main dish options.
  2. Calculate Combinations: Calculate the number of different meal combinations.\newlineThe number of different meal combinations is 66 appetizers ×\times 33 main dishes. So, we perform the multiplication: 6×3=186 \times 3 = 18.
  3. Verify Calculation: Verify the calculation to ensure there are no math errors.\newlineTo verify, we can recount the combinations: for each appetizer, there are 33 different main dishes that can be paired with it. Since there are 66 appetizers, we have 66 groups of 33 main dish options, which confirms our multiplication: 6×3=186 \times 3 = 18.

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