In: Physics
Statement of Partnership Liquidation
After the accounts are closed on April 10, prior to liquidating the partnership, the capital accounts of Zach Fairchild, Austin Lowes, and Amber Howard are $37,400, $6,600, and $29,700, respectively. Cash and noncash assets total $9,600 and $74,100, respectively. Amounts owed to creditors total $10,000. The partners share income and losses in the ratio of 1:1:2. Between April 10 and April 30, the noncash assets are sold for $39,300, the partner with the capital deficiency pays the deficiency to the partnership, and the liabilities are paid.
Required:
1. Prepare a statement of partnership liquidation, indicating (a) the sale of assets and division of loss, (b) the payment of liabilities, (c) the receipt of the deficiency (from the appropriate partner), and (d) the distribution of cash.
Enter any subtractions (balance deficiencies, payments, cash distributions, divisions of loss, sale of assets) as negative numbers using a minus sign. If there is no amount or an amount is zero, enter "0".
| Fairchild, Lowes, and Howard Statement of Partnership Liquidation For Period April 10-30 |
|||||||||||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Cash | + | Noncash Assets | = | Liabilities | + | Fairchild, Capital (1/4) | + | Lowes, Capital (1/4) | + | Howard, Capital (2/4) | |||||||
| Balances before realization | $fill in the blank 1 | $fill in the blank 2 | $fill in the blank 3 | $fill in the blank 4 | $fill in the blank 5 | $fill in the blank 6 | |||||||||||
| Sale of assets and division of loss | fill in the blank 7 | fill in the blank 8 | fill in the blank 9 | fill in the blank 10 | fill in the blank 11 | fill in the blank 12 | |||||||||||
| Balances after realization | $fill in the blank 13 | $fill in the blank 14 | $fill in the blank 15 | $fill in the blank 16 | $fill in the blank 17 | $fill in the blank 18 | |||||||||||
| Payment of liabilities | fill in the blank 19 | fill in the blank 20 | fill in the blank 21 | fill in the blank 22 | fill in the blank 23 | fill in the blank 24 | |||||||||||
| Balances after payment of liabilities | $fill in the blank 25 | $fill in the blank 26 | $fill in the blank 27 | $fill in the blank 28 | $fill in the blank 29 | $fill in the blank 30 | |||||||||||
| Receipt of deficiency | fill in the blank 31 | fill in the blank 32 | fill in the blank 33 | fill in the blank 34 | fill in the blank 35 | fill in the blank 36 | |||||||||||
| Balances | $fill in the blank 37 | $fill in the blank 38 | $fill in the blank 39 | $fill in the blank 40 | $fill in the blank 41 | $fill in the blank 42 | |||||||||||
| Cash distributed to partners | fill in the blank 43 | fill in the blank 44 | fill in the blank 45 | fill in the blank 46 | fill in the blank 47 | fill in the blank 48 | |||||||||||
| Final balances | $fill in the blank 49 | $fill in the blank 50 | $fill in the blank 51 | $fill in the blank 52 | $fill in the blank 53 | $fill in the blank 54 | |||||||||||
2. Assume the partner with the capital deficiency declares bankruptcy and is unable to pay the deficiency.
a. Journalize the entry to allocate the partner's deficiency. For a compound transaction, if an amount box does not require an entry, leave it blank.
| ACCOUNT | DEBIT | CREDIT |
|---|---|---|
| Zach Fairchild, Capital | fill in the blank 56 | fill in the blank 57 |
| Amber Howard, Capital | fill in the blank 59 | fill in the blank 60 |
| Austin Lowes, Capital | fill in the blank 62 | fill in the blank 63 |
b. Journalize the entry to distribute the remaining cash. For a compound transaction, if an amount box does not require an entry, leave it blank.
| ACCOUNT | DEBIT | CREDIT |
|---|---|---|
| Zach Fairchild, Capital | fill in the blank 65 | fill in the blank 66 |
| Amber Howard, Capital | fill in the blank 68 | fill in the blank 69 |
| Cash | fill in the blank 71 | fill in the blank 72 |
In: Accounting
Consider a closed economy. The goods market is represented by the following equations:
C = 160 + 0.6YD
I = 100 + 0.2Y – 500i
T = 100
G = 100
YD = Y - T
1. Derive the IS equation from the equilibrium position Y = Z ≡ C + I + G and draw the IS curve on the graph.
In the money market, the real money demand is (M d/P) = Y – 1,500i; and the real money supply is (Ms/P) = 600.
2. Derive the LM relation and draw the LM curve on the graph where you draw the IS curve.
3. Solve for the equilibrium output Y and equilibrium interest rate i when both goods market and money market are at the equilibrium. Identify this equilibrium point on the graph in part (1).
4. Suppose now the government spending (G) increases from 100 to
200.
On the IS-LM graph in part (1) illustrate the effect of this
increase in government spending on the IS or LM curve and mark the
new equilibrium output Y and interest rate i.
5. Following this increase in government spending, how much will be the new equilibrium output Y and interest rate i?
6. How much is the multiplier of government spending?
7. Following the government spending increase, does the equilibrium investment I decrease or increase?
8. Suppose at the same time that the government spending increases, FED would use the monetary policy tool to accommodate such an expansionary fiscal policy to keep the equilibrium interest rate unchanged. Under this circumstance, how much would be the new equilibrium output (Y)? How much is the ‘multiplier’ of the government spending in this case?
9. In practice, how does FED achieve such an accommodation policy as mentioned in part (9). Illustrate the effect of this policy on an IS-LM graph. As a result, how much does the real money supply (Ms/P) need to increase to remain the equilibrium interest rate unchanged when the government spending increases?
In: Economics
Show income determination in a closed economy in contrast to an open economy using the concepts of income as determined by injections (like investment and exports) and leakages (like saving and imports). Discuss in words like Singapore, with a high reliance on international trade and capital flows, is an open economy.
In: Economics
Suppose in a closed economy, the demand for loanable funds can be expressed as
r =13 – 0.05Q and the supply of loanable funds can be expressed as r = 0.015Q, where r is the real interest rate expressed in percentage and Q is the quantity of loanable funds. Also assume the government initially has a balanced budget.
(a) What is the equilibrium real interest rate and quantity in the loanable funds market? Show your work. (10 points)
(b) Suppose a government’s budget surplus will change the supply for loanable funds to
r = -1.95 + 0.015Q, what is the equilibrium real interest rate and the quantity of loanable funds now? (10 points)
(c) How much is the amount of private savings? Show your work. (10 points)
(d) What is the amount of the budget surplus? (10 points)
In: Economics
After the accounts are closed on April 10, prior to liquidating the partnership, the capital accounts of Zach Fairchild, Austin Lowes, and Amber Howard are $42,000, $7,500, and $36,500, respectively. Cash and noncash assets total $23,500 and $84,500, respectively. Amounts owed to creditors total $22,000. The partners share income and losses in the ratio of 1:1:2. Between April 10 and April 30, the noncash assets are sold for $48,500, the partner with the capital deficiency pays the deficiency to the partnership, and the liabilities are paid.
Instructions:
1. Prepare a statement of partnership liquidation, indicating (a) the sale of assets and division of loss, (b) the payment of liabilities, (c) the receipt of the deficiency (from the appropriate partner), and (d) the distribution of cash.
2. Assume that the partner with the capital deficiency declares bankruptcy and is unable to pay the deficiency. Journalize the entries to (a) allocate the partner’s deficiency and (b) distribute the remaining cash.
In: Accounting
In: Economics
Suppose there are two closed economies: Economy A and Economy B. Economy A has a high average rate of time preference relative to economy B’s low average rate of time preference.
(1) Describe the differences you would expect to see with respect to interest rates and levels of investment in the two economies. (2) Describe what would occur if these countries were open to international capital flows. (This is the key to answering Bernanke’s question)
In: Economics
consider a closed economy. suppose the market for corn in banana republic is competitive. the domestic market demand function for corn is Qd=18-P and the domestic market supply function is Qs=P-2, both measured in billions of bushels per year. in order to help the corn industry, the government initiated a price support program by purchasing 2 billion bushels corn in the market a)Draw a graph to show the market equilibrium price and quantity. Identify the area of dead weight loss on the graph. b) Calculate the new market equilibrium price and quantity Now consider a small open economy. The domestic supply and demand functions are the same as before. Also assume the import supply curve is infinitely elastic at a price of 4$ per bushel. c) suppose the government imposes a tarif of 3$ per bushel. calculate the total willingness to pay of the domestic consumer, domestic producer surplus and deadweight loss d) Now suppose instead of using tarif alone, the government uses a policy combination by imposing a tariff of 2$ per bushel and an import quota of 6 billion bushels at the same time. e) calculate the domestic consumer surplus, domestic producer surplus and dead weight loss
In: Economics
AMZN closed at $1,162.35 on 2017.12.01. A 2018.03.16 call option with a strike price of $1,000 sells for $182.30.
a) What is the intrinsic value of this option?
b) What is the time value of this option?
c) Your fancy computer estimates the volatility of AMZN as σ = 20.00 % and the risk free rate is r = 3.00 %. Given this information, what is the Black-Scholes value of this option?
d) Given the Black-Scholes value obtained in the previous problem, would you enter a long (buy) or short (sell/write) position in this option?
In: Finance