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A grocery store wants to place a row of candy at the check-out counter. If the cashier has one box each of 33 different types of candy, in how many different orders can the boxes of candy be arranged?\newline_____\_\_\_\_\_ orders

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Q. A grocery store wants to place a row of candy at the check-out counter. If the cashier has one box each of 33 different types of candy, in how many different orders can the boxes of candy be arranged?\newline_____\_\_\_\_\_ orders
  1. Identify Items: Identify the number of items to arrange.\newlineThere are 33 different types of candy boxes to arrange.
  2. Determine Arrangements: Determine the number of arrangements.\newlineThe number of different orders in which 33 items can be arranged is given by the factorial of the number of items, which is 3!3! (33 factorial).
  3. Calculate Factorial: Calculate the value of 3!3!.3!=3×2×1=63! = 3 \times 2 \times 1 = 6

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