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liraira [26]
2 years ago
8

5. Suppose a novice investor buys a call option on 45,000 barrels of oil with an exercise price of $45 per barrel and simultaneo

usly buys a put option on 45,000 barrels of oil with the same exercise price of $45 per barrel. Her net payoff per barrel on these option contracts is ________ if the market price per barrel is $43 and ________ if the price per barrel is $47.
Business
1 answer:
loris [4]2 years ago
5 0

Answer:

A. $2, $2

Explanation:

Since the market price per barrel is $43 so the call option is not relevant at $45 but he can apply the put option for $45 and make $2 which comes from deducting $43 from $45

Simply like this the market price per barrel is $47 so the put option is not relevant at $45 but he can apply the call option for $45 and make $2 which comes from deducting $45 from $47

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U Do It Centers deposited $3,200 in an account two years ago and is depositing another $5,000 today. A final deposit of $3,500 w
GaryK [48]

Answer:

Total= $13,221.52

Explanation:

Giving the following information:

Deposited $3,200 in an account two years ago and is depositing another $5,000 today.

A final deposit of $3,500 will be made one year from now.

Interest expense= 4.85% compounded annually.

We need to calculate the final value of each deposit using the following formula:

FV= PV*(1+i)^n

First deposit= 3,200*(1.0485^5)= $4,055.01

Second deposit= 5,000*(1.0485^2)= $5,496.76

Third deposit= 3,500*(1.0485)= $3,669.75

Total= $13,221.52

4 0
2 years ago
If labor demand is downward sloping and labor supply is upward sloping, then when labor demand rises faster than labor supply, i
Lelechka [254]

Answer:

Rises

Explanation:

If labor demand is downward sloping and labor supply is upward sloping , then when labor demand rises faster than labor supply , it is expected that real wages rises.

Labor demand is downward sloping means the demand for labor in the market is less as compared to the supply of labor which is high as compared to its supply so when the demand starts rises faster as compared to the supply then the available labor been less in quantity gets a chance to demand for high wages because of monopoly competition .

7 0
2 years ago
First National Bank charges 13.1 percent compounded monthly on its business loans. First United Bank charges 13.4 percent compou
FinnZ [79.3K]

Answer:

EAR for First national Bank =  13.92 %

EAR for First United Bank = 13.85 %

Explanation:

given data

First National Bank charges =  13.1 percent

compounded monthly , 1 year = 12 month

First United Bank charges = 13.4 percent

compounded semiannually , 1 year = 2 semiannually

solution

we get here first EAR for First national Bank that is express as

EAR for First national Bank = (1+ \frac{r}{n} )^n - 1 .....................1

here r is rate and n is month

so put here value

EAR for First national Bank =  (1+ \frac{0.131}{12} )^{12} - 1

EAR for First national Bank =  13.92 %

and

EAR for First United Bank   is

EAR for First United Bank = (1+ \frac{r}{n} )^n - 1   ..................2

here r is rate and n is semi annually

EAR for First United Bank = (1+ \frac{0.134}{2} )^2 - 1

EAR for First United Bank = 13.85 %

here First United bank EAR is less

5 0
2 years ago
You manage a hedge fund with $400 million in assets. Your fee structure provides for a 1% annual management fee with a 20% incen
skad [1K]

Answer:

b. $6,600,000

Explanation:

The computation of the fee is shown below:

= Annual management fee  + performance management fee

where,

Annual management fee = $400 million × 0.01 = $4 million

And, the performance management fee

= Incentive percentage × hedge fund × excess return

= 20% × $400 million × 3.25%

= $2.6 million

The excess return is

= {($445 million - $400 million) × $400 million -  8%}

= 11.25%  - 8%

= 3.25%

So, the fee is

= $4 million + $2.6 million

= $6.6 million or $6,600,000

5 0
2 years ago
Measurements on two essentially monodisperse fraction of a linear polymer, A and B, yield molecular weights of 100,000 and 400,0
ANTONII [103]

Answer:

Explanation:

weight average = fraction of A X MW of A + fraction of B x MW of B  

Mixture 1  

1 / 3 x 100000 + 2/3 x 400000 = 900000 / 3 = 300000

Mixture 2

2/3 x 100000 + 1/3 x 400000 = 600000 / 3 = 200000

Number average  

Mixture 1  

(1 / 100000 x 100000 + 2 / 400000 x 400000) / (1/100000 + 2/400000 )

= 3 x 400000 / 6  

= 200000

Mixture 2  

(2/100000 x 100000 + 1/400000 x 400000 )/ (2/100000 + 1 / 400000 )

3 x 400000 / 9  

=( 4/3 ) x 100000

4 0
2 years ago
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