Answer: The values are missing below are the values
a. $105
b. $95
answer :
a) $5
b) -$5 ( loss )
Explanation:
From the perspective of the long position for each of the two options upon expiration
a) For $105
for the long position ( long call ) since the expired price > than the exercise price
i.e. $105 > $100 the profit = $105 - $100 = $5
b) For $95
For the long position ( long call ) since the expired price < than the exercise price
i.e. $95 < $100 the profit = $95 - $100 = - $5 ( a loss is incurred )
Answer:
trademark
Explanation:
A trademark is a property which is intellectually a sign or a design which helps in the recognition of the product. The design or sign which particularly defines and helps in the identification of a product is said to be a trademark of a product. A trademark can be found on the location of the packaging, label or the product. Legally, it is recognized as intellectual property.
<u>Explanation:</u>
They are:
- potential access
- realized access
- equitable or inequitable access
- efficient and effective access
According to Andersen, Potential access refers to the availability of resources that would allow an individual to seek care if needed. The Realized access is viewed as the actual use of the care, that is, the individual realizes (or makes use of ) the potential access. Further, Andersen describes Equitable access as a type of access driven by demographic characteristics and need. While Inequitable access results not from demographic characteristics and need but from the individual's social structure, health beliefs, and enabling resources.
A
Answer: The probability that a particular top executive reads either time or US news and world report regularly is 0.65
Explanation: Let's say TM represents Time Magazine, NS represents Newsweek, and UW represents U.S news & World report.
Probability of TM readers (P.TM) = 0.35
Probability of UW readers (P.UW) = 0.40
Probability of both TM and UW readers (P.TM ∩ P.UW) = 0.10
Probability of both TM or UW readers (P.TM ∪ P.UW) = ?
Given the probability equation of:
(P.TM ∪ P.UW) = (P.TM) + (P.UW) - (P.TM ∩ P.UW)
= 0.35 + 0.40 - 0.10
= 0.65
Therefore the probability that a particular top executive reads either time or US news and world report regularly is 0.65
