Bonita Company is a multiproduct firm. Presented below is information concerning one of its products, the Hawkeye. Date   Transaction   Quantity   Price/Cost 1/1   Beginning inventory   1,900   $15 2/4   Purchase   2,900   23 2/20   Sale   3,400   38 4/2   Purchase   3,900   29 11/4   Sale   3,100   42         Calculate average-cost per unit. (Round answer to 4 decimal places, e.g. 2.7613.) Average-cost per unit   $   Compute cost of goods sold, assuming Bonita uses: (Round average cost per unit to 4 decimal places, e.g. 2.7631 and final answers to 0 decimal places, e.g. 6,548.)         Cost of goods sold (a)   Periodic system, FIFO cost flow   $   (b)   Perpetual system, FIFO cost flow   $   (c)   Periodic system, LIFO cost flow   $   (d)   Perpetual system, LIFO cost flow   $   (e)   Periodic system, weighted-average cost flow   $   (f)   Perpetual system, moving-average cost flow   $

Principles of Accounting Volume 2
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ISBN:9781947172609
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Chapter3: Cost-volume-profit Analysis
Section: Chapter Questions
Problem 18MC: Beaucheau Farms sells three products (E, F, and G) with a sale mix ratio of 3:1:2. Unit sales price...
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Bonita Company is a multiproduct firm. Presented below is information concerning one of its products, the Hawkeye.

Date

 

Transaction

 

Quantity

 

Price/Cost

1/1   Beginning inventory   1,900   $15
2/4   Purchase   2,900   23
2/20   Sale   3,400   38
4/2   Purchase   3,900   29
11/4   Sale   3,100   42
 
 
 
 
Calculate average-cost per unit. (Round answer to 4 decimal places, e.g. 2.7613.)
Average-cost per unit   $

 

Compute cost of goods sold, assuming Bonita uses: (Round average cost per unit to 4 decimal places, e.g. 2.7631 and final answers to 0 decimal places, e.g. 6,548.)

        Cost of goods sold
(a)   Periodic system, FIFO cost flow   $

 

(b)   Perpetual system, FIFO cost flow   $

 

(c)   Periodic system, LIFO cost flow   $

 

(d)   Perpetual system, LIFO cost flow   $

 

(e)   Periodic system, weighted-average cost flow   $

 

(f)   Perpetual system, moving-average cost flow   $
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