Answer:
<u>The correct answer is that the cost of the ending inventory using the retail inventory method is US$ 100,962</u>
Explanation:
Wall-to-Wall Records
Cost Retail
Beginning Inventory $ 48,000 $ 70,000
Purchases $ 210,000 $ 390,000
Cost of Goods Available for Sale $ 258,000 $ 460,000
Cost to Retail Ratio
= $ 258,000 ÷ $ 460,000
= 0.5609 = 56.09%
Cost Retail
Cost of Goods Available for Sale $ 258,000 $ 460,000
− Sales $ 280,000
Ending Inventory $ 180,000
× Cost to Retail Ratio 0.5609
<u>Ending Inventory $ 100,962 </u>
Answer:
the project's MIRR is 13.50 %.
Explanation:
MODIFIED INTERNAL RATE OF RETURN (MIRR)
-It is the rate that causes the Present Value of the Terminal Value (Future Cash flows at the end of the Project) to equal Present Value of Cash outflows.
-MIRR assumes a reinvestment rate at the end of the project
The First Step is to Calculate the Terminal Value at end of year 3.
Terminal Value (FV) = Sum of (PV x (1 + r) ^ 3 - n)
= $350 x (1.11) ^ 2 + $350 x (1.11) ^ 1 + $350 x (1.11) ^ 0
= $431.24 + $388.50 + $350.00
= $1,169.74
The Next Step is to Calculate the MIRR using a Financial Calculator :
(-$800) CFj
0 CFj
0 CFj
$1,169.74 CFj
Shift IRR/Yr 113.50 %
Therefore, the MIRR is 13.50 %
Answer:
(a) 0; 0
(b) $150 per hour; $16.67 per hour
(c) (b) $150 per hour; $53.57 per hour
Explanation:
(a) Number of hours = 125
Marginal cost = 0 (since service is cost less upto 200 hours)
Average cost = 0
(b) Number of hours = 225
Marginal cost = $150 per hour
Total cost = $150 × (225 - 200)
= $150 × 25
= $3,750
Average cost = Total cost ÷ Number of hours
= $3,750 ÷ 225
= $16.67 per hour
(c) Number of hours = 325
Marginal cost = $150 per hour
Total cost = $150 × (325 - 200)
= $150 × 125
= $18,750
Average cost = Total cost ÷ Number of hours
= $18,750 ÷ 325
= $53.57 per hour
Umm what ;-; Imao I don’t get this
Answer:
D. $ 367.500
Explanation:
We have to first compute the total direct labor cost. This is done by multiplying the estimated direct labor hours with the hourly rate.
Total Direct Labour costs $ 17.50 per hour * 15,000 hours = $ 262,500
Estimated manufacturing overhead per the data in the question is 140 % of Direct labor cost,
Estimated manufacturing overhead is $ 262,500 * 140 % = $ 367,500
