Answer:
These are the statements for the question:
A. Jonah probably tends to experience excessive anxiety, whereas Elias does not,
B. Elias probably tends to disregard others' feelings, whereas Jonah is highly sensitive to others' feelings.
C. Jonah and Elias probably have opposing personality disorders.
D. Elias probably tends to experience mood dysfunction, but Jonah does not.
And this is the correct answer:
A. Jonah probably tends to experience excessive anxiety, whereas Elias does not.
Explanation:
Jonah likely experiences lots of anxiety because he finds threatening things that others (like Elias) find comical.
This migh result for several reasons. For example, the particular events in the story could have triggered past traumas or unpleasant memories in Jonah, or Johan could be suffering from a generalized anxiety disorder.
The first group marketers try to bring their new products to the attention to are potential innovators. The innovators are individuals or group of people who are willing to try new products and ideas. Innovators bring new ideas, new devices or new methods on the market that will meet user's requirements and needs.
Answer:
Identify options.
Explanation:
Added value negotiation is defined as value that is added to a deal between parties to enhance relationship between them. It goes further than normal negotiation by providing something extra.
It focuses on interest, develops options, and creates deals that benefits all parties involved.
Mark did not want to buy cheap bags as a new year gift for his employees, while the employees did not want exorbitant bags.
Mark is focused on adding more value than the employees expect in this scenario.
The retirement plan she most likely has is the 401(k)
Well, actually both 401k and 403 b offer similar system of retirement. But 401k is more commonly used by middle-lower class worker, including elementary school teacher
Answer:
4.27 days
Explanation:
Initial taste quality = 1
Quality of tastiness declines using this function
Q(t) = 0.85^t ( t in days )
<u>Determine when the taste quality will be 1/2 of original value</u>
i.e. when Q(t) = 1/2
1/2 = 0.85^t
= In ( 2 ) = - t ( In 0.85 )
∴ t = - In (2) / In (0.85)
= 4.265 days ≈ 4.27 days
