Answer:
raw materials 197900
accounts payable 197900
WIP 161830
factory overhead 5270
raw materials 167100
WIP 85500
factory overhead 7600
wages payables 93100
factory overhead 53000
accounts payable 53000
factory overhead 17150
acc. Dep-equipment 17150
dep expense* 14800
acc. Dep- Off Building 14800
WIP** 70965
factory overhead 70965
Finished Goods*** 251747
WIP inventory 251747
Explanation:
* as the building is not related to the manufacturing process we cannot capitalized through inventory We will record as cost ofo the period therefore, depreciation expense
** the aplied overhead will be the amount of direct labor added during the period time 83%
85,500 x 83% = 85,500 * 0.83 = 70,965
*** we will have to add up the jobs cost to detemrinate how much of the work in process inventory becomes finished good
Job Materials // Labor // Overhead
A20 $ 37,740 $ 19,200 + 19,200 x 0.83
A21 $ 44,320 $ 23,600 + 23,600 x 0.83
A23 $ 41,770 $ 27,100 + 27,100 x 0.83
Total 251,747
Answer:
$24,530, $23,530
Explanation:
Incomplete word <em>"and if the spot price in September proves to be $2,300."</em>
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Note that Call options will be exercised only if the price on expiry is greater than strike price
Strike price = $2400
Premium paid = $53 for each contract, so the total premium paid = $530 for 10 contracts
<u>CASE 1</u>
Price = $2600
As price on expiry=2600 > Strike price=2400
Call option will be exercised.
Company will pay = $2400 * 10+530 = $24,530
<u>CASE 2</u>
Price = $2300
As price on expiry=2300 < Strike price=2400
Call option will not be exercised and will purchase from open market
Company will pay = $2300 * 10+530 = $23,530
The correct statement is option C. OAS reflects the credit risk and liquidity risk of the bond over the treasury benchmark rates. Read below about a callable bond.
<h3>What is a callable bond?</h3>
A callable bond is a type of bond that permits the issuer of the bond to retain the privilege of redeeming the bond at some point before the bond reaches its date of maturity. Consequently, the said point which is basis is 75.
Therefore, the correct answer is option C. OAS reflects the credit risk and liquidity risk of the bond over the treasury benchmark rates.
learn more about callable bond: brainly.com/question/24129882
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Answer:
7.42%
Explanation:
Value = 500 million
Amount of debt = 200 million
Time = year
Volatility = 6%
Risk free rate = 0.05
Nd1 = 0.9720
Nd2 = 0.9050
We have to calculate the value =
500 - (500 x 0.9720 - 200 x e^-0.05 x 0.9050)
= 186.17 million
We now calculate the yield
(200/186.17)^1 - 1
= 0.0742
= 7.42%
