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Assume that J-Mart uses a perpetual weighted average inventory system. During the period, it had two sales. Calculate the average cost per unit on hand as of June 8 when it made its first sale.  DateItemUnits/CostJun 1Beginning Inventory10 @ $12Jun 5Purchase10 @ $15Jun 8Sale6 unitsJun 28Purchase10 @ $18Jun 30Sale8 unitsMultiple choice question.$15/unit$33/unit$13.50/unit$10/unit

Question

Assume that J-Mart uses a perpetual weighted average inventory system. During the period, it had two sales. Calculate the average cost per unit on hand as of June 8 when it made its first sale.  DateItemUnits/CostJun 1Beginning Inventory10 @ 12Jun5Purchase10@12Jun 5Purchase10 @ 15Jun 8Sale6 unitsJun 28Purchase10 @ 18Jun30Sale8unitsMultiplechoicequestion.18Jun 30Sale8 unitsMultiple choice question.15/unit33/unit33/unit13.50/unit$10/unit

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Solution

To calculate the average cost per unit on hand as of June 8 when the first sale was made, we need to consider the inventory available up to that date.

As of June 8, the inventory consisted of the beginning inventory (10 units @ 12/unit)andthepurchasemadeonJune5(10units@12/unit) and the purchase made on June 5 (10 units @ 15/unit).

So, the total cost of inventory as of June 8 is: (10 units * 12/unit)+(10units12/unit) + (10 units * 15/unit) = 120+120 + 150 = $270

The total number of units in inventory as of June 8 is: 10 units (beginning inventory) + 10 units (purchased on June 5) = 20 units

Therefore, the average cost per unit on hand as of June 8 is: Total cost of inventory / Total number of units = 270/20units=270 / 20 units = 13.50/unit

So, the answer is $13.50/unit.

This problem has been solved

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