n the video, Marco says he was an economics major in college until he discovered he could major in strength and conditioning. Then he switched majors. Clearly, learning about this field is important to him. Mike and Bob are addressing ............... when they send Marco to seminars instead of, for example, increasing his salary in exchange for his continued high performance at MBSC. They could maintain Marco’s high level of motivation by:........................
A. Sending him on an all-expense-paid Caribbean cruise for two weeks
B. Reimbursing his tuition as he seeks a master’s degree in fitness management
C. Reassuring him that he has a job with MBSC as long as he performs well
D. Setting up an employee discount program at a nearby coffee shop, laundromat, and tasalon
Answer:
Valence
C. Reassuring him that he has a job with MBSC as long as he performs well
Explanation:
By sending Marco to seminars, Mike and Bob are addressing VALENCE; a psychological value an individual put on another person, in relation to the attractiveness of individual whose a psychological value has been placed. In this case, a psychological value placed on Macro by his managers is the valuable rewards they would get from his professional development, rather than increasing his salary in exchange for high performance.
Therefore, they could maintain Marco’s high level of motivation by reassuring him that he has a job with MBSC as long as he performs well.
Answer:
17.4%
Explanation:
original purchase price 1 year ago = $1,044
current market price:
0.06 = {80 + [(1,000 - MV)/13]} / [(1,000 + MV)/2]
0.06 x [(1,000 + MV)/2] = 80 + [(1,000 - MV)/13]
0.06 x (500 + 0.5MV) = 80 + 76.92 - 0.0769MV
30 + 0.03MV = 156.92 - 0.0769MV
0.1069MV = 126.92
MV = 126.92 / 0.1069 = $1,187.28
total returns during the year = $80 (coupon) + ($1,187.28 - $1,044) = $223.28
nominal return on investment = $223.28 / $1,044 = 21.387%
real return on investment = [(1 + i) / (1 + inflation)] - 1 = [(1 + 0.21387) / (1 + 0.034)] - 1 = 1.174 - 1 = 0.174 = 17.4%
Answer:
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Explanation:
The <em>expected return</em> is the weighted average of the expected returns in each scenario by its respective probability.
The <em>distribution of the holding period returns </em>(HPR) under three different scenarios is:
State of the economy Scenario #(s) Probability, p(s) HPR
HPR Boom 1 0.336 28.40%
Normal growth 2 0.414 7.90%
Recession 3 0.25 18.90%
The calculations are:
