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kumpel [21]
3 years ago
15

A stock is currently selling for $67 per share. A call option with an exercise price of $70 sells for $3.21 and expires in three

months. If the riskfree rate of interest is 2.6 percent per year, compounded continuously, what is the price of a put option with the same exercise price
Business
1 answer:
natulia [17]3 years ago
7 0

Answer:

$5.76

Explanation:

Calculation to determine the price of a put option with the same exercise price

We would be Using put-call parity and solving for the put price

$67 + P = $70e^–(.026)(3/12)+ $3.21

$67 + P = $70e^–(.026)(.25)+ $3.21

$67 + P =190.2797^–(0.0065)+ $3.21

$67 + P =$69.5465+ $3.21

$67 + P =$72.7565

P=$72.7565-$67

P=$5.7565

P=$5.76 (Approximately)

Therefore the price of a put option with the same exercise price will be $5.76

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Roselyn works for an event management company. her latest project as a party planner is a corporate event. she delegates tasks l
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Roselyn's project is in the PLANNING phase of the project management. Project management generally are divided into six stages, which are: definition, initiation, planning, execution, monitoring and control and closure. The project planning stage is the phase in the project life cycle, that involves creating set of plans that will guide the overall execution of the project.
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4 years ago
Suppose that an increase in capital per hour worked from $15,000 to $20,000 increases real GDP per hour worked by $500. If capit
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The real GDP per hour worked to increase if there are diminishing returns by less than $500.

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The following lists are nations with mixed economies. In which list is the free market most dominant?. . A. France, Canada, Sout
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Richardson Company cans a variety of vegetable-type soups. Recently, the company decided to value its inventories using dollar-v
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Answer:

Richardson Company

A. Ending inventory for 2010 through 2015 using dollar-value LIFO:

Date                 (End-of-Year Prices)    Price    Dollar value LIFO

                                                            Index

Dec, 31,2010             $80,000             100       $80,000

Dec. 31, 2011                111,300             105        106,000

Dec. 31, 2012             108,000             120         90,000

Dec. 31, 2013             128,700             130          99,000

Dec. 31, 2014             147,000             140        105,000

Dec. 31, 2015             174,000             145        120,000

B. Companies use the dollar-value LIFO method to determine their ending inventory values based on year-to-year changes to the dollar value of the inventories after including the effects of inflation.  To determine the dollar-value LIFO of inventory, take the end of the year inventory price and divide it by its price index and multiply by the base year index.  This process removes the effect of inflation on the value of the ending inventory.

Explanation:

a) Data and Calculations:

Ending Inventory

Date                 (End-of-Year Prices)    Price    Dollar value LIFO

                                                            Index

Dec, 31,2010             $80,000             100       $80,000 ($80,000*100/100)

Dec. 31, 2011                111,300             105        106,000 ($111,300*100/105)

Dec. 31, 2012             108,000             120         90,000 ($108,000*100/120)

Dec. 31, 2013             128,700             130          99,000 ($128,700*100/130)

Dec. 31, 2014             147,000             140        105,000 ($147,000*100/140)

Dec. 31, 2015             174,000             145        120,000 *$174,000*100/145)

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