Answer:
The price of a one-year European put option on the stock with a strike price of $50 is $2.09
Explanation:
As, the call and the put option is of the same asset class, we apply call-put parity to find the price of the European put option.
The call-put parity function is:
C + PV(x) = P + S; in which:
C: Price of the call option = $6;
PV(x) : present value of strike price = Strike price in one year / e^6% = 50/e^6% = $47.09
P: price of the put option
S: spot price of the asset = $51
=> P = C + PV(x) - S = 6 + 47.09 - 51 = $2.09.
Employee morale at dos Santos, inc., is very high. this type of information is an example of <u>Qualitative Data</u>
<h3>
Qualitative data: What are they?</h3>
Information that approximates and characterizes is what qualitative data are. Qualitative information can be observed and recorded. This particular data type is not numerical. This kind of information is gathered using focus groups, one-on-one interviews, observations, and similar techniques. In statistics, categorical data, or information that can be categorized based on the characteristics and traits of an object or phenomena, is often referred to as qualitative data.
It is frequently referred to as categorical data because qualitative data can be categorized.
Imagine a situation where a student reads aloud in class from a section of a book. A teacher who is listening to the reading offers feedback on the passage that the student read. An example of qualitative data is when a teacher gives feedback to a student without deducting points for fluency, intonation, word choice, or pronunciation clarity.
As a result, dos Santos, Inc. has exceptionally high employee morale. This kind of data is an illustration of qualitative data.
For more information on <u>Qualitative Data</u>, refer to the following link:
brainly.com/question/12929865
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Answer:
TRUE
Explanation:
The Z value determinates the level of service at a normalize distribution of (0;1) We then convert this value to the deviation of our distribution by multiplying each other.
The Z value represent the the value at which a 99% or 95% or whatever percent of change of safety is achieve. We convert by our deviation to adapt the normalize distribution of (1;0) to our values.
There is always a chance for stock-out as we work with probabilities and at more higher safety level we require more units to make up for the change of a single customer from nowhere purchase an unexpected amount. As this person can appear anytime and purchase any amount there is always a level of uncertain (5% or 1% or less)
Answer:
The amount of impairment loss that should be recognized is $20,000,000
Explanation:
In order to calculate the amount of impairment loss that should be recognized we would have to make the following calculation:
amount of impairment loss=Carrying value - Fair value
Carrying value=$100,000,000
Fair Value=$80,000,000
Therefore, amount of impairment loss=$100,000,000-$80,000,000
amount of impairment loss= $20,00,000
The amount of impairment loss that should be recognized is $20,000,000
Answer:
B) Decentralization of authority
Explanation:
Based on the scenario being described it can be said that the concept that is best illustrated in this scenario would be a decentralization of authority. This is the process in which authority is moved to the lower level managers within an organization. Which is what is happening in Chimbake, since they have given the store managers full authority to control and create the dessert flavors as they see fit.
