The answer is:
B Because idk
Answer:
A) according to put call parity:
price of put option = call option - stock price + [future value / (1 + risk free rate)ⁿ]
put = $8.89 - $120 + [$120 / (1 + 8%)¹/⁴] = $8.89 - $120 +$117.71 = $6.60
B) you have to purchase both a put and call option ⇒ straddle
the total cost of the investment = $8.89 + $6.60 = $15.496, this way you can make a profit if the stock price increases higher than $120 + $6.60 = $126.60 or decreases below than $120 - $6.60 = $113.40
A firm in a perfectly competitive market: d. must take the price that is determined in the market.
<h3>What is a
perfectly competitive market?</h3>
A perfectly competitive market can be defined as a type of market in which there are many buyers and sellers of homogeneous products, and there is free entry and exit in the market.
This ultimately implies that, all business firms in a perfectly competitive market must be willing to take the price that is determined in the market.
Read more on price here: brainly.com/question/11898489
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The term that is being referred to the description is CORE CUSTOMER VALUE. The core customer value is a marketing term that describes the fundamental benefits of problem solving that consumers are looking for. The customer value are classified into two and these are the perceived and the desired value.
Answer:
When the bond is sale at premium, it means the market rate is lower than coupon rate. So investor purchase the bond a higher price until the bond yield equal the market rate
If sold at discount, the market rate is higher than coupon rate. This means it's sold below face value to increase the bond yield to market rate.
YTM if market price is 887 = 10.7366190%
YTM if market price is 1,134.2= 7.1764596%
Explanation:
For the YTM we can calculate an estimated using the following formula:
Where:
C= coupon payment 1,000 x 9% = 90
F= face value of the bonds = 1000
P= market price = 887
n= years to maturity = 10
YTM = 10.7366190%
C= 90
F= 1000
P= 1134.2
n= 10
YTM = 7.1764596%
A more precise answer can be achieve using excle or a financial calculator.