Answer:
The insurance expense on the annual income statement for the year ended December 31, 2019 will be D. $337.50
Explanation:
The company paid the $1,350 premium on a three-year insurance policy.
The insurance expense per year = $1,350/3 = $450
From April 1, 2019 to December 31, 2019, the company had bought the insurance for 9 months.
The insurance expense on the annual income statement for the year ended December 31, 2019 = $450/12x9 = $337.5
Answer:
d. 108 days
Explanation:
Average Inventory = (Beginning balance + Ending balance) / 2
Average Inventory = ($139,000 + $158,000) / 2
Average Inventory = $297,000 / 2
Average Inventory = $148,500
Inventory Turnover ratio = Cost of goods sold / Average Inventory
Inventory Turnover ratio = $501,000 / $148,500
Inventory Turnover ratio = 3.37 times
Average days to sell inventory = Days in a year / Inventory Turnover ratio
Average days to sell inventory = 365 days / 3.37 times
Average days to sell inventory = 108.31 days
Answer:
Explanation:
Walsh’s percentage invested in inventory is closest to the result of the amount invested in inventory divided by the total asset then expressed as a percentage.
Mathematically,
percentage invested in inventory = Inventory balance/ total assets * 100%
This is
= $530,000/$1,170,000 * 100%
= 45.3%
Answer:
Total unitary cost= $118.5
Explanation:
Giving the following information:
Units produced 54,000 units
Direct labor $47 per unit
Direct materials $40 per unit
Variable overhead $29 per unit
Fixed overhead $ 135,000
Under absorption costing, the unitary production cost is calculated using the direct material, direct labor, and total unitary overhead (including fixed overhead).
Unitary cost= direct material + direct labor + unitary variable overhead + unitary fixed overhead
Unitary fixed overhead= 135,000/54,000= $2.5 per unit
Total unitary cost= 47 + 40 + 29 + 2.5= $118.5
