The client will tackle all of the target company's money asset and liabilities, whether or not they may be known at the time of the sale or not. This is, even though a patron is not aware of a corporation's money owed and the time of the sale, they'll still be held accountable for them after the acquisition.
The acquisition gets incorporated into the acquirer's stability sheet, like the purchase of another asset. Financing objects trade (cash, debt, and equity), and the asset and liability accounts rise. No new subsidiary gets created.
Buy acquisition accounting is now the usual way to record the acquisition of a company at the balance sheet of the acquiring enterprise. The assets of the received agency are recorded as property of the acquirer at honest market value. This technique of accounting will increase the fair marketplace fee of the acquiring organization.
An acquisition is whilst one enterprise takes over any other organisation, and the acquiring employer will become the owner of the goal employer. In different words, the received organization now not exists following an acquisition because it has been absorbed by the acquirer. The equity stocks of the acquiring agency continue to change.
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Answer:
$65,742.60
Explanation:
Note: The full question is <em>"Peter wishes to create a retirement fund from which he can draw $20,000 when he retires and the same amount at each anniversary of his retirement for 10 years. He plans to retire 20 years from now. What investment need he make today if he can get a return of 5% per year, com- pounded annually?"</em>
At first, we need to find the PV of withdrawals and there are 11 withdrawals starting 20 years from now.
PV = PMT/r * 1 - 1/(1+r)^n. This formula gives the PV one period before the first withdrawal. That is 19 years from now because the first withdrawal is 20 years from now.
PMT = 20,000, n = 11,
r = 0.05
PV19 = 20,000/0.05 * [1 - 1/(1+0.05)^11]
PV19 = 400,000 * 0.4153207109
PV19 = 166,128.28436
Now, we need to discount this back to toda
PV0 = PV19/(1 + r)^n; n = 19, r = 0.05
PV0 = 166,128.28436/(1 + 0.05)^1
PV0 = $65,742.6033421702
PV0 = $65,742.60
So, Peter needs to make $65,742.60 today.
Answer:
Explanation:
(1)
FV = PV x (1 + r)^N
FV = $75,000
PV = $35,000
r = 8%
75,000 = 35,000 x (1.08)^N
(1.08)N = 2.1429
N ln 1.08 = ln 2.1429
N = ln 2.1429 / ln 1.08 = 0.33 / 0.033 = 10 years
(2)
FV = Annual payment, A x PVA
FV = $43,700
n = 6 years
A = 8,000
43,700 = 8,000 x PVA
PVA = 5.4625
PVIFA (6 years, r%) = 5.4172
r=3%.
(3)
PV = Annual payment, A x PVIFA (r%, n years)
PV = $18,000
n = 6 years
r = 9%
$18,000 = A x PVIFA (9%, 6 years) = A x 4.4859 [From PVIFA table]
A = $18,000 / 4.4859 = $4,012.57
Explanation:
The Journal Entry is given below:-
a. Cash Dr, 8400
Accounts receivable 8400
(Being the Cash received)
b. Supplies Dr, 2500
Office equipment 2500
(Being the reserve entry is recorded)
Supplies Dr, 2500
Accounts payable 2500
(Being the supply is purchased)
Answer:
$76,620.83
Explanation:
According to the scenario, computation of the given data are as follows
Future Value (FV) = $100,000
Rate of interest = 10% yearly
Rate of interest (Rate) = 10%÷ 2 = 5% semiannually
Number of period (Nper) = 9 × 2 = 18
Face value = $100,000
Payment (pmt) = $100,000 × (6%÷2) = $3,000
By putting the value in excel present value formula, we get,
PV = $76,620.83
Attachment is attached below