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iren2701 [21]
2 years ago
7

Bea Moran wants to establish a long derivatives position in a commodity she will need to acquire in six months. Moran observes t

hat the six-month forward price is 45.20 and the six-month futures price is 45.10. This difference most likely suggests that for this commodity:
Business
1 answer:
Marianna [84]2 years ago
4 0

Bea Moran wants to establish a long derivatives position in a commodity she will need to acquire in six months. Moran observes that the six-month forward price is 45.20 and the six-month futures price is 45.10. This difference most likely suggests that for this commodity: futures prices are negatively correlated with interest rates.

This is further explained below.

<h3>What are interest rates?</h3>

Generally, the fraction of a loan that is charged as interest to the borrower is often stated as a yearly percentage of the loan outstanding.

"lower interest rates encourage people to spend money on house upgrades"

In conclusion, Bea Moran would want to construct a long derivatives position in a commodity that she will need to buy in a little over half a year's time. Moran notes that the price of the six-month forward contract is now at 45.20, while the price of the six-month futures contract is currently at 45.10. Because of this disparity, it is quite probable that the prices of futures contracts for this commodity have an inverse relationship with interest rates.

Read more about interest rates

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A contract with a mistake that results from failure to understand the contract’s meaning or significance or from failure to read
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Account analysis, high-low. Luwak Coffees wants to find an equation to estimate monthly utility costs. Luwak has been in busines
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Question Completion:

See attached.

Answer:

Luwak Coffees

1. Water bill is fixed.  Electricity bill is variable.  Telephone bill is mixed.

2. High-Low method:

Water bill = $120 + 0q

Electricity bill = $0.3q

Telephone bill = $140 + $0.02q

where q = the quantity of each cost consumed.

3. Water bill = $120 + 0q

Electricity bill = $0.3q

Telephone bill = $140 + $0.02q

= $260 + $0.32q

4. No solution.  There is no relationship with machine hours, employees, and units with utility bills.

Explanation:

a) Data and Calculations:

Month           Electricity Bill    Kilowatt Hours Used

January            $ 720                       2,400        

February          $ 840                       2,800

March             $1,098                       3,660

April                  $ 810                       2,700

May                 $1,176                       3,920

June               $1,248                       4,160

July                $1,044                       3,480

August           $1,194                       3,980

September   $1,260                       4,200

October        $1,230                       4,100

November    $1,188                        3,960

December  $1,266                        4,220

Telephone Bill $184.

Low cost = Jan  $ 720                2,400

High cost = December  $1,266         4,220

High cost = December  $1,266         4,220

Low cost = Jan                $ 720         2,400

Difference =                     $546         1,820

Variable cost per unit = $546/1,820 = $0.3 per kwh

Fixed cost, using December's figures:

Variable cost = $1,266

Fixed cost = $0 ($1,266 - 4,220 * $0.3)

Telephone bill:

High, June $197.60     2,880

Low, April     178.20      1,960

Difference $18.40        920

Variable cost = $18.40/920 = $0.02

Fixed cost = Total cost - Variable cost

= $197.60 - (2,880 * $0.02)

= $140

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4 0
3 years ago
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