Answer:
Profit $3,567
I would exercise my option by buying the shares before the expiration .
Explanation:
Calculation of how much profit would you make trading $1,000,000
First step is to multiply the spot rate on the final day by the trading amount
3.4329s*$1,000,000
=$3,432,900
Second step is to divide the spot rate option by the strike price
3,432,900/3.4207
=$1,003,567
Last Step is to find the profit
Profit =$1,003,567-$1,000,000
Profit=$3,567
Therefore the amount of PROFIT you would make trading $1,000,000 will be $3,567
Based on the above calculation I would exercise my option by buying the shares before the expiration .
Answer: $428,000
Explanation:
Given that,
Accounts payable = $62,000
Accounts receivable = 100,000
Cash = 30,000
Inventory = 138,000
Land = 160,000
Common Stock = 200,000
Revenue = 80,000
Dividends = 56,000
Expenses = 40,000
Total assets = Accounts receivable + Cash + Inventory + Land
= 100,000 + 30,000 + 138,000 + 160,000
= $428,000
Answer:
see explanation
Explanation:
<em>Hi, your question is incomplete, I tried to look for it online but I could not find it. Here is an explanation on the steps to solve the problem.</em>
Step 1 : Determine the Total Materials Cost
Total Materials Cost
Opening WIP cost $310,000
Costs added during the period $40500
Total $350,500
Step 2 : Total Equivalent units for materials
Equivalent units for materials = Completed units + Equivalent units in ending work in process inventory.
Step 3 : Unit equivalent cost for materials
Unit equivalent cost = Total Cost ÷ Total equivalent units
Step 4 : ending work in process inventory cost
Ending work in process inventory = Unit equivalent cost x equivalent units in ending work in process with respect to materials
Answer:
to get 5,00,000 australian dollar at the forward rate we are goign to need 4,704,000 US dollars
Explanation:
spot x (1 + (US rate - Australia rate) x time)
0.96 x (1+(0.03-0.05)x1 year) =
0.96 x 0.98 = 0.9408 forward exchange rate
$5,000,000 Australian Dollar * 0.9408 = 4,704,000 US dollars
Answer:
Severe Inflation
Above $2.34
Explanation:
If this economy has encountered a Recovery from Point "R" to Point "X" (as viewed by the Keynesian Model), then one Risk is a movement toward Point "P" with severe inflation. The corresponding AS/AD Model would move from a Price Level of $2.00 to above $2.34.
