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Costs of \( \$ 12,500 \) were incurred to acquire goods and make them ready for sale. The for a cost of \( \$ 950 \). Additional necessary costs of \( \$ 1,900 \) were incurred to acquire the available. Compute the buyer's total cost of merchandise inventory. Multiple Choice \( \$ 15,350 \)

Ask by Newton Bowers. in the United States
Mar 20,2025

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Answer

The buyer's total cost of merchandise inventory is \$15,350.

Solution

1. Identify the individual cost components: - Purchase cost: \( \$12{,}500 \) - Freight-in (transportation) cost: \( \$950 \) - Additional necessary costs: \( \$1{,}900 \) 2. Compute the total cost of the merchandise inventory by summing the individual cost components: \[ \text{Total Cost} = \$12{,}500 + \$950 + \$1{,}900 \] 3. Perform the calculation step by step: \[ \$12{,}500 + \$950 = \$13{,}450 \] \[ \$13{,}450 + \$1{,}900 = \$15{,}350 \] Thus, the buyer's total cost of merchandise inventory is \( \$15{,}350 \).

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To determine the total cost of merchandise inventory, you need to add all costs associated with acquiring the goods. Start with the initial cost of goods, which is \( \$ 12,500 \). Then, you’ll add the additional necessary costs of \( \$ 1,900 \). This gives a subtotal of \( \$ 12,500 + \$ 1,900 = \$ 14,400 \). Next, include the cost incurred to acquire the goods for resale, which is \( \$ 950 \). Finally, add them up: \( \$ 14,400 + \$ 950 = \$ 15,350 \). So, the total cost of merchandise inventory is indeed \( \$ 15,350 \). Happy accounting!

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