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Tatiana [17]
3 years ago
11

Brad expects interest rates to increase and purchases a put option on Treasury bond futures with an exercise price of 97-00. The

premium paid for the put option is 3-00. Just prior to the expiration date, the price of the Treasury bond futures contract is valued at 89-00. Brad exercises the option and closes out the position by purchasing an identical futures contract. Brad's net gain from this speculative strategy is $____, and his return on his investment is about _______ percent.
Business
1 answer:
ale4655 [162]3 years ago
5 0

Answer: Net Gain $5,000

Return on Investment = 167%

Explanation:

Profits are made on Puts if the spot price (current price) is less than the exercise price. Which is why the equation is such,

Profit equation of put option = Max ( exercise price - spot price, 0) - Premium paid.

The formula shows that there is no profit if the spot price climbs higher than the Exercise price as the option will not be exercised. In other words of the spot price is higher than the Exercise price, the option will not be exercised hence $0 profit. If the Exercise price is higher though then it will be exercised and the gain will be the exercise price minus the spot price.

Using that formula his gain was,

= 97 - 89 - 3

= $5

Treasury bond futures contracts are usually sold at a minimum of 1,000 bonds so assuming Brad got 1 then his gain would be,

= 5 * 1,000

= $5,000

His return on investment would be,

= Net profit / Initial investment

Bear in mind that his Net Investment would be the premium times the number of bonds

= 1,000 * 3

= $3,000

Return on Investment = 5,000/3,000

Return on Investment = 167%

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a

Explanation:

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Aggregate demand is everything produced while simple demand is one good. which statement reflects simple demand?
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B because it’s most average
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It is estimated that the maintenance cost on a new car will be $500 the first year. Each subsequent year, this cost is expected
Vsevolod [243]

Answer:

$-8,609

Explanation:

Calculation for How much would you need to set aside

Year Cashflows PVF 5% Present values

1 -500 *0.952381 =-476.19

2 -650(500+150) *0.907029 =-589.569

3 -800(650+150) *0.863838 =-691.07

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5 -1100(950+150) *0.783526 =-861.879

6 -1250(1100+150) *0.746215 =-932.769

7 -1400(1250+150) *0.710681 =-994.954

8 -1550(1400+150) *0.676839 =-1049.1

9 -1700(1550+150) *0.644609 =-1095.84

10 -1850(1700+150) *0.613913 =-1135.74

PV=Present value $-8,609

Therefore the amount you will need to set aside is $-8,609

7 0
2 years ago
Jason purchased ABC stock at $40 per share and DEF stock at $35 per share on the same day in 2015. Exactly 6 months later, the A
Pachacha [2.7K]

Answer:

C) ABC 5% and DEF 5.7%

Explanation:

Data provided in the question:

Purchasing Cost of Stock ABC purchased = $40 per share

Purchasing Cost of Stock DEF purchased = $35 per share

Time = 6 months

Selling price of share of ABC = $42 per share

Selling price of DEF share = $36

Dividend paid to the DEF = $0.5 each quarter i.e $0.5 twice in 6 months

Thus,

Total dividend paid to DEF = $0.5 × 2

= $1

Now,

For ABC

Total return = Selling price - Purchasing Cost

= $42 - $40

= $2 per share

thus,

Holding period return = [ Total return ÷ Purchasing cost ] × 100%

= [ $2 ÷ $40 ] × 100%

= 5%

For DEF

Total return = Selling price + Dividend received - Purchasing Cost

= $36 + $1 - $35

= $2 per share

thus,

Holding period return = [ Total return ÷ Purchasing cost ] × 100%

= [ $2 ÷ $35 ] × 100%

= 5.7%

Hence,

option C) ABC 5% and DEF 5.7%.

7 0
2 years ago
Capital allocation line is _______________ Question 18 options: plot of risk-return combinations available by varying portfolio
NemiM [27]

Answer:

plot of risk-return combinations available by varying portfolio allocation between a risk-free rate and a risky portfolio

Explanation:

The capital allocation line (CAL) is called as the capital market line tha developed on the graph for all the expected combinations related to the risk-free and risk assets. In this, the graph presented the return investor that expected earn by assuming the particular level of risk along with the investment

Therefore the first option is correct

7 0
3 years ago
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