Answer:
Option (b) is correct.
Explanation:
In a market condition of pure competition, there are large number of buyers and sellers of the product. The sellers in this market condition are behaving like a price taker.
If a single firm wants to increase the price of the product then as a result the demand for their product is reduced or become zero.
There are some characterstics of the firms under pure competition market condition:
(i) They are selling homogeneous products.
(ii) Price taker firms
(iii) Large no. of buyers and sellers
Answer:
Correct option is B
$160,000
Explanation:
From the question above, Cost of goods sold of $160,000 is treated as a negative item in calculating gross income rather than as a deduction.
For a drug dealer like Tom, all deductions
listed above are disallowed.
Answer:
6.35%
Explanation:
you can use the yield to maturity formula to determine the coupon:
YTM = {coupon + [(face value - market value) / n]} / [(face value + market value) / 2]
0.065 = {coupon + [(1,000 - 984.56) / 15]} / [(1,000 + 984.56) / 2]
0.065 = {coupon + 1.029} / 992.28
64.4982 = coupon + 1.029
coupon = 63.47
coupon rate = 63.47 / 1,000 = 0.06347 = 6.35%
Answer:
Effect on income= $15,000 increase
Explanation:
Giving the following information:
A business received an offer from an exporter for 10,000 units for $13.50 per unit.
Unit manufacturing costs:
Variable 12
<u>Because it is a special offer and there is unused capacity, we will not take into account the fixed costs.</u>
Effect on income= number of units*unitary contribution margin
Effect on income= 10,000*(13.5 - 12)
Effect on income= $15,000 increase
Answer:
The Journal entries are as follows:
(i) Sale of Equipment
Cash A/c Dr. $20,300
Accumulated Depreciation A/c Dr. $22,500
To Equipment $40,000
To Gain $2,800
(To record the sale of equipment)
(ii) Sale of Equipment
Cash A/c Dr. $12,700
Accumulated Depreciation A/c Dr. $22,500
Loss A/c Dr. $4,800
To Equipment $40,000
(To record the sale of equipment)
Workings:
Accumulated Depreciation = [(40,000 - 2,500) ÷ 5] × 3 years
= 7,500 × 3 years
= $22,500
