First-line managers generally require more technical skills and fewer conceptual skills.
Conceptual skills are vital for top managers, less critical for mid-degree managers and no longer required for first-stage managers. As we move from the bottom of the managerial hierarchy to the pinnacle, the significance of these capabilities will upward thrust. Professional first-line managers can pay attention, talk, and write truely and continually, speaking for maximum effect with people at all degrees inside the organization, including team members, superiors, friends, and others. it is specifically important to correctly speak desires and expectations.technical abilities are the most vital for lower level managers because the managers surpervise the workers who produce products or serve clients. Group leaders and first-line managers want technical understanding and competencies to train new employees and help employees remedy problems. Pinnacle managers need sturdy conceptual abilities, whilst the ones at midlevels need top interpersonal abilities and those at lower stages want technical abilities. All managers want robust communication, selection-making, and time-management skills.
Because of this first-line managers need to be skillful hassle solvers who recognize the way to quick expand alternative plans and enforce them within teams. First-line managers have to remain agile and flexible when shifts unavoidably occur within an organizational structure.
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Answer: The correct answer is "c. To report a loss when there is a decrease in the future utility below the original cost."
Explanation: When talking about current assets, or more precisely, Merchandise inventory, it is common that sometimes the sale value is less than the original cost of the assets, therefore a negative holding result is produced, that is, a loss.
Answer:
Monthly deposit= $164.24
Explanation:
Giving the following information:
Future value= $1,000,000
Interest rate= 0.118/12= 0.00983
Number of periods= 35*12= 420 months
<u>To calculate the monthly deposit, we need to use the following formula:</u>
FV= {A*[(1+i)^n-1]}/i
A= monthly deposit
Isolating A:
A= (FV*i)/{[(1+i)^n]-1}
A= (1,000,000*0.00983) / [(1.00983^420) - 1]
A= $164.24
Answer:
Explanation:
Let x be the amount loaned at 7% and ($19,000 - x) be the amount loaned at 15%
Given:
Interest incurred at 7%, I1 + Interest incurred at 15%, I2 = $2000
Interest, I = amount × rate
I1 = 7/100 × x
I2 = 15/100 × ($19,000 - x)
From the above expressions,
(0.07)x + (0.15) × ($19,000 - x) = $2,000
Solving for x,
0.07x + 2850 - 0.15x = 2000
Collecting like terms,
0.08x = 850
x = $10625
The amount loaned at 7% interest is
$10625
The amount loaned at 15% interest is ($19000 - $10625)
= $8375
