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ruslelena
2 months ago
6

On March 1 a commodity's spot price is $60 and its August futures price is $59. On July 1 the spot price is $64 and the August f

utures price is $63.50. A company entered into futures contracts on March 1 to hedge its purchase of the commodity on July 1. It closed out its position on July 1. What is the effective price (after taking account of hedging) paid by the company? a. $55.75 b. $61.20 c. $59.50 d. $46.50
Business
1 answer:
Katen [3.5K]2 months ago
6 0

Answer:

The answer is $59.50.

Explanation:

The calculations based on the scenario are as follows:

Profit on futures price = After futures price - before futures price

$63.50 - $59

= $4.50

Thus, the effective price that the company pays can be calculated using this formula:

Effective price paid = Spot price in July - Gain on futures price

= $64 - $4.50

= $59.50

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You deposit a $100 check from a friend in your account. A couple of days later, you buy $45.20 worth of groceries and pay with a
Nady [3600]

Answer:

The total comes to $121.2.

Explanation:

You went grocery shopping and paid with a check.

Cost of groceries: $45.20.

Your check bounced, resulting in a $25 fee from the bank due to insufficient funds in your account at the time of payment for groceries.

The bank also charged your account an additional $25 for the bounced check.

The grocery store notified you that you owed them a $25 fee because of the bounced check.

You will need to pay $45.20 again.

Money order cost: $1.

Therefore, your total grocery expenditure equals:

$45.20 (actual grocery cost) + $25 (owed to the bank for your friend's bounced check) + $25 (bank fee for bounced check) + $25 (fee charged by the grocery store for the bounced check) + $1 (money order)

= $121.20.

Thus, your actual outlay for groceries amounts to $121.20.

5 0
2 months ago
ABC issued callable bonds on January 1, 2018. ABC's accountant has projected the following amortization schedule from issuance u
arsen [3447]

The gain amounts to $370

Reasoning:

To determine the gain or loss for the date 12/31/2018, according to ABC's amortization schedule

On this date, the carrying value was $196,370 while ABC procured the bonds back for $196,000 on 12/31/2018

Now let’s compute the gain or loss using this formula

Gain/Loss = Carrying value - Bond stock

Substituting into the formula gives us Gain/Loss =$196,370-$196,000

Gain/Loss=$370

Therefore, on the date 12/31/2018, ABC will show a gain of $370

7 0
2 months ago
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