Answer:
D) $17,500 gain.
Explanation:
Wells Company should record the following transactions:
- Dr Cash account 40,000
-
Dr Accumulated Depreciation Vehicles account 47,500
- Cr Vehicle account 70,000
- Cr Gain on Disposal account 17,500
$40,000 in cash was received and the accumulated depreciation balance should equal to zero, therefore they must be debited.
The vehicles account balance should equal zero and the rest is gain on disposal, therefore they must be credited.
Answer:
$4,000
Explanation:
The computation of the cash to be required to settle the liability is shown below:
= Purchase value of inventory - returned inventory which was purchased
= $5,000 - $1,000
= $4,000
It is a net purchase plus it is the cash required to settle the liability
There is no discount applied in the question as dates are not given so we ignored it.
Answer:
Orange Co.'s budget will include the cost of production, which is made up of raw materials, direct labor, and manufacturing overhead. The above cost of production and the accompanying items will not be found in the budget of Pineapple Company. The latter's budget will focus on purchase of goods for sale (instead of raw materials) and inventories of finished goods (instead of raw materials and work in process). Orange Co. determines its product cost per unit from the cost of production divided by the quantity produced. Pineapple Company's product cost is based on the purchase price of goods, which includes the manufacturer's profit.
Explanation:
The operations and accounting for the cost of production of Orange Co. will be different from Pineapple Company's. The difference is a reflection of their statuses as manufacturer and merchandiser respectively. Orange Co. manufactures and sells goods while Pineapple Company sell manufactured goods.
Answer: Its D. Save your document Frequently
Explanation: Hoped i helped!
Answer:
$146.932,81
Explanation:
You have to calculate the number of years that you have to keep the bond to mature, the answer is 5 years that is the difference between the two dates, now you have to calculate with the interest compound formula the future value of the bond so you have to use the next formula:
Future value = amount of money *((1+ interest rate)^(n))
Where n correspond to the number of years
Note: The interest rate is 8% but is paid each 6 months, it's a reason why you have to multiply n plus 2.
n= 5* 2
n= 10
FV= 100.000*((1+8%)^(10))
FV = $215.892,50
According with the information the bond will pay $215.892,50
