Answer:
Annual depreciation= $7,996
Explanation:
Giving the following information:
Purchase price= $42,000
Useful life= 5 years
Salvage value= $2,020
<u>To calculate the annual depreciation under the straight-line method, we need to use the following formula:</u>
Annual depreciation= (original cost - salvage value)/estimated life (years)
Annual depreciation= (42,000 - 2,020) / 5
Annual depreciation= $7,996
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A banker's acceptance is the payment guaranteed by a bank for a time draft that is payable to a seller of the goods.
A banker's acceptance is a short-term investment plan that is created by a company or firm with a guarantee from a bank. It is important that the company or firm is a non-financial firm. It is a guarantee that the bank gives that a buyer will pay the seller the amount at a future date. A good rating is a prerequisite for obtaining the banker's acceptance.
This is very useful, especially during foreign trade. During foreign trade, the creditworthiness of the importer is not known. The period of the banker's acceptance is usually lesser than 180 days. These acceptances are traded at discounts from the face value in the secondary markets. So, the banker's acceptance acts as a negotiable time draft.
This guarantee from the bank is a written promise by the bank to the seller to pay the sum specified if the buyer is not able to do so. This promise is backed by the bank so the seller feels confident in exporting his goods. As it is safe and liquid, the return on the banker's acceptance is low.
Learn more about banker's acceptance here:
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Answer:
option (2) q1 = 16; q2 = 12
Explanation:
Given:
P = 100 - 2(q1 + q2)
here,
q1 is the output of Firm 1 and q2 is the output of Firm 2
Firm 1's marginal cost = $12
Firm 2's marginal cost = $20
Now,
Profit maximising level of output is attained where the marginal revenue equals the marginal cost
Thus,
for firm 1,
Total revenue, TR = P×Q
TR = (100 - 2q1 - 2q2) × q1
or
TR = 100q1 - 2(q1)² - 2(q1)(q2)
also,
MR = 
thus,
MR = 100 - 4q1 - 2q2
MC = $12
now
MR = MC
or
100 - 4q1 - 2q2 = 12
or
88 = 4q1 + 2q2
or
q2 = 44 - 2q1 ............... (1)
also,
for firm 2, we have
TR = (100 - 2q1 - 2q2) × q2
or
TR = 100q2 - 2(q1)(q2) - 2(q2)²
and,

or
MR = 100 - 2q1 - 4q2
and
MC = $20
Now,
MR = MC
or
100 - 2q1 - 4q2 = 20
or
80 - 4q2 = 2q1
or
40 - 2q2 = q1 .....................(2)
Now,
substituting the value of q2 from (1), we get
q1 = 40 - 2(44 - 2q1)
or
q1 = 40 - 88 + 4q1
or
3q1 = 48
or
q1 = 16 units
substituting the value of q1 in equation (1) , we get
q2 = 44 - 2 × 16
or
q2 = 12 units
Therefore,
The correct answer is option (2) q1 = 16; q2 = 12
Answer: 1.60
Explanation:
P1 = 30
P2 =50
Q1 = 6
Q2 = 16
Elasticity of supply:


= 1.60
Using the midpoint method, the elasticity of Deborah’s labor supply between the wages of $30 and $50 per hour is approximately 1.60, which means that Deborah’s supply of labor over this wage range is elastic.