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Andrej [43]
3 years ago
10

Assume that a speculator purchases a put option on British pounds (with a strike price of $1.50) for $0.05 per unit. A pound opt

ion represents 31,250 units. Assume that at the time of the purchase, the spot rate of the pound is $1.51 and continually rises to $1.62 by the expiration date. The highest net profit possible for the speculator based on the information above is: Group of answer choices $1,562.50 -$1,250.00 -$625.00 -$1,562.50
Business
1 answer:
gladu [14]3 years ago
6 0

Answer:

-$1,562.50

Explanation:

Calculation to determine The highest net profit possible for the speculator based

Premium of the option = $.05 per unit * (31,250 units)

Premium of the option= -$1,562.50

Therefore Based on the information given and the above calculation The HIGHEST NET PROFIT that will be possible for the speculator will be -$1,562.50

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How did IT help the company solve that problem?
Vikentia [17]

Answer:

IT helps society and determines how people interact with each other on a daily basisIt enables you to identify problems quicker and easier and helps you better analyze a complex problem. Technology students are especially encouraged to be innovative and to want to improve a current situation by encountering and solving problems, in an advanced way.

Explanation:

IT means Information Technology

#HOPE IT HELPED#

8 0
2 years ago
The following are budgeted data: January February March Sales in units 16,000 22,000 19,000 Production in units 19,000 20,000 18
m_a_m_a [10]

Answer:

Purchases= 19,625 pounds

Explanation:

Giving the following information:

Production in units:

February= 20,000

March= 18,500

The inventory of materials at the end of each month should equal 25% of the following month's production needs.

<u>To calculate the purchases of raw materials, we need to use the following formula:</u>

Purchases= production + desired ending inventory - beginning inventory

Purchases= 20,000 + (18,500*0.25) - (20,000*0.25)

Purchases= 19,625 pounds

7 0
4 years ago
Four fundamental factors affect the cost of money:
Kamila [148]

Given the four fundamental factors that affect the cost of money, only options b and d are correct.

Statement b is true:

When people invest their money, they are foregoing consumption in that current period that they are in.

They expect their invested capital to yield them interests as compensation for not spending the money earlier.

Statement d is true:

When people invest, what they look out for are risks and most importantly the returns that they would get from investing their capital.

A 10% investment return is greater than a 6% return.  Because this return is higher, it would therefore attract more capital investment.

Options a and c are false.

Read more on brainly.com/question/14273351?referrer=searchResults

5 0
3 years ago
Burton Company uses a normal costing system. The company uses direct labor-hours as the cost-allocation base. The following info
densk [106]

Answer:

the allocated direct manufacturing overhead costs of Job 56 is $25

Explanation:

Overheads in manufacturing process are allocated to jobs or products using cost drivers or surrogates.

<em><u>First Step : Determine the Pre-determined Overhead rate</u></em>

Pre-determined Overhead rate = Budgeted Overheads / Budgeted Activity

                                                    = $2,000 / 800

                                                    = $ 2.50 per labor hour

<em><u>Step 2 : Determined the Amount of Overhead allocated to Job 56 based on labor hours utilised</u></em>

Overhead for Job 56 = Pre-determined Overhead rate × Hours Used

                                     = $ 2.50 × 10

                                     = $25

3 0
3 years ago
Suppose that an economy has the per-worker production function given as:
Eva8 [605]

Answer:

What is the steady-state value of the capital-labor ratio, k?

k = 16

Explanation:

Suppose that an economy has the per-worker production function given as follows:

yt = 5kt^0.5

where y = output per worker

k = capital per worker

k = sy - (n+d)×k

0 = s(5k^0.5) - (0.10+0.15)×k

0 = 0.20(5k^0.5) - 0.25k

0.25k = k^0.5

k^0.5 = 1/0.25

k^0.5 = 4

k^1/2 = 4

Taking square of both of the sides:

(k^1/2)² = (4)²

k = 16

8 0
4 years ago
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