Answer:
I think A but i might be wrong
Explanation:
Answer:
Option (b) is correct.
Explanation:
Given that,
Sales = 145,000 units
Desired ending inventory = 28,500 units
Beginning inventory = 21,750
Budgeted production in units for November:
= Sales + desired ending inventory - Beginning inventory
= 145,000 units + (190,000 × 15%) - 21,750
= 145,000 units + 28,500 - 21,750
= 151,750 units
Answer:
Check the explanation
Explanation:
a)
In IFRS according to IAS 19 all past service cost is recognized in the net income in the period in which amendment (change) is made by entity for defined benefit pension, it does not matter what is the status of the employees who will benefit the change. So in Year 1 $150000 will be expended completely and in subsequent years the amount is $0
Year 1 =$150000
Subsequent years= $0
b) In US GAAP the past service cost is recorded in Accumulated other comprehensive income in the year of amendment. It is amortized over the future working life of the participants.
Year 1 is year of adoption hence $0 is amortized because $150000 is included in Accumulated other comprehensive income.
Subsequent years: (150000/10=15000) $15000 will be amortized for each year for 10 years.
Answer:<em> The correct option in this case is (c).</em><u><em> i.e. Economic profits induce firms to enter an industry and losses encourage firms to leave</em></u>
Economic profits is the difference between total revenues and total costs excluding opportunity cost.
For a instance when a firm generates economy profits then in that scenario it will be profitable to continue and expand .
Answer:
Explanation:
1. Present value = Annuity amount * PVA (n=4;i=10%)
250,000 = Annuity amount*3.16987
Annuity amount = $78,868
2. Present value = Annuity amount * PVA (n=5;i=8%)
250,000 = Annuity amount* 3.99271
Annuity amount = $62,614
3. i = 10%
Annual payments = $51,351
250,000 = 51,351 *X
X = 4.86845
When looking at the table of present value of an ordinary annuity, PVA of 4.86845 and i=10%, ⇒ n = 7 payments
4.
Payments = 104,087
n = 3
250,000 = 104,087*X
X = 2.40184
When looking at the table of present value of an ordinary annuity, PVA of 2.40184 and n=3, ⇒ i = 12%
