Answer:
2nd January
Dr Machinery $178,000
Cr Cash $178,000
( to record the purchase of used machine)
3rd January
Dr Machinery $4,000
Cr Cash $4,000
(to capitalized the cost of wire electricity and installation to put the purchased machine in a ready-to-use stage).
Explanation:
- According to the information, all the expenses relating to the purchase of used machine are in cash. Thus, Cash is credited at the total amount of $182,000, in which $178,000 is credited in 2nd January to record the purchased price and the other $4,000 (2,840 + 1,160) is credited in 3rd January.
- Under GAAP, the recorded costs of a purchased fixed asset should included all the costs incurred which are necessary to bring the fixed asset to a ready-to-use stage. As wire electricity cost & cost for securing the machine in its position are all necessary for the machine's operation, these costs should be capitalized.
Answer:
monopoly
Explanation:
In a monopoly market, a single firm sells a product with no close substitutes in a large market. It means that the single firm has no business competitors in the market. Without competition, the firm has the power to set prices, quality, and quantity without worrying about how customers will react.
In a monopoly market, customers have no choice since competition is absent. Customers have to do with high prices, limited varieties, and limited innovation, unlike in market structures that have business competition. Competition results in increased innovation, quality products, and a variety of products at fair prices.
Answer:
The answer is 9.38%
Explanation:
This is a semiannual paying coupon. And it means West Corp pays interest twice a year.
N(Number of periods) = 24 periods ( [14years - 2 years ago] x 2)
I/Y(Yield to maturity) = ?
PV(present value or market price) = $1,030 ( 103% x $1,000)
PMT( coupon payment) = $49 ( [9.8 percent÷ 2] x $1,000)
FV( Future value or par value) = $1,000.
We are using a Financial calculator for this.
N= 24; PV = 1.030; PMT = 49; FV= $1,000; CPT I/Y= 4.69
Therefore, the Yield-to-maturity of the bond for annual is 9.38% (4.69% x 2)
Answer:
See below
Explanation:
Given the above information,
= ($110,000 × 12 + $30,000 × 5) / 60,000 × 1,000
= ($1,320,000 + $150,000) / 60,000,000
= $1,470,000 / 60,000,000 + $300,000/60,000) × 1,000
= $0.0245 + $5,000
= $5,000
