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Arte-miy333 [17]
3 years ago
14

ease answer the question below based on the closing spot and the July futures contract prices for euros for four consecutive day

s in March 20XX. No calculations are necessary. Date 3/01 3/02 3/03 3/04 Euro Spot Price $1.1585 $1.1589 $1.1584 $1.1593 July euro Futures Contract Price $1.1850 $1.1812 $1.1823 $1.1820 If a person sold euro futures on _____ then he/she will post a profit on ____ :
Business
1 answer:
kherson [118]3 years ago
5 0

Answer:

If a person sold euro futures on <u>3/01</u> then he/she will post a profit on <u>3/02</u> :

Explanation:

Date                                                    3/01        3/02       3/03       3/04

Euro Spot Price                              $1.1585   $1.1589  $1.1584   $1.1593

July euro Futures Contract Price  <u>$1.1850</u>   <u>$1.1812</u>   $1.1823   $1.1820

On March 1, the price of the euro futures contract was $1.1850 per euro, which means that a €1,000 contract is worth $1,185.50. On March 2, the euro futures contract was worth less, only $1.1812 per euro, that means that a €1,000 contract is worth $1,181.20. So you could have earned $1,185.50 - $1,181.20 = $4.30 per contract. It doesn't seem much, but it represents a 0.36% gain in one day.

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Lupo Corporation uses a job-order costing system with a single plantwide predetermined overhead rate based on machine-hours. The
Ugo [173]

Answer:

$2,880

Explanation:

Given that,

Total machine-hours = 30,300

Total fixed manufacturing overhead cost = $ 575,700

Variable manufacturing overhead per machine-hour = $ 4.00

For Job T687:

Number of units in the job = 10

Total machine-hours = 30

Direct materials = $730

Direct labor cost = $1,460

Total variable overhead estimated:

= Variable manufacturing overhead per machine-hour × Total machine-hours

= $4 × 30,300

= $121,200

Total overhead estimated:

= Total variable overhead estimated + Total fixed overhead estimated

= $121,200 + $575,700

= $696,900

Predetermined overhead rate:

= Total overhead estimated ÷ Total machine-hours

= $696,900 ÷  30,300

= $23 per machine hour

Total overhead applied:

= predetermined overhead rate × Total machine hours for Job T687

= $23 × 30

= $690

Total job cost:

= Direct material + Direct labor + Total overhead

= $730 + $1,460 + $690

= $2,880

5 0
3 years ago
As the interest rate __________, the quantity supplied of money __________ and the quantity demanded of money __________. Group
Helen [10]

Answer:

rises,remains unchanged,rises

6 0
2 years ago
The following accounts appear in an adjusted trial balance of Bridgewater Consulting. Indicate whether each account would be rep
igomit [66]

Answer:

Explanation:

1. Accounts Payable - Current liabilities in liabilities side

2. Accounts Receivable - Current asset in assets side

3. Accumulated Depreciation—Building - Property, plant, and equipment in assets side

4. Cash - Current asset in assets side

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5 0
3 years ago
Read 2 more answers
Which of the following is a “DO” regarding scannable resumes
Ratling [72]
Average recruiters eliminates a lot of applicants by scanning their resumes and find some keywords in the resume here are some "DO" things that should be in your resume :
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- AVOID any typos
- do not use text box, since the scanner will categorized as graph

Hope this helps
5 0
3 years ago
A company operating under an EOQ policy enjoys rising annual demand for their products for three consecutive years. During this
Oduvanchick [21]

Answer:

Their order quantity will rise but the time between orders will fall.

Explanation:

Let's analyse the EOQ formula:

Q_{opt} = \sqrt{\frac{2DS}{H}}

If Demand increases

The dividend increase, so the quotient increase.

EOQ will rise.

<u>Only options b and c are correct on that statment.</u>

Now let's check the time between order:

\frac{EOQ}{Demand} \times 365

If we analyze the increase in demand:

√(2xΔDxS/H)/ ΔD

everything else is keep constant so we have:

√(CxΔD)/ ΔDx

If we use L'Hopital we can conclude this function limit is zero.

Anyway a more easy way to do it will be calculate with a demand of 1000

and then with a demand of 50,000 to notice how much the time between order decrease.

√(1000)   /  1000 =  0.031622776

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<u>so we have EOQ increase and days between order decrease.</u>

Now only option B is correct !

8 0
3 years ago
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