Answer:
a. Utilization= 30%
Efficiency= 42.85%
b. Utilization= 33.33%
Efficiency=40%
c. . Based on the calculations , the utilization will tend to relied on the design capacity and it may vary accordingly.
Explanation:
a. Calculation to Determine the utilization and efficiency for each
Calculation for utilization
Using this formula
Utilization = (Actual Output/Design Capacity)*100
Let plug in the formula
Utilization= (3/10)*100
Utilization= 30%
Using this formula to calculate for efficiency
Let plug in the formula
Efficiency = (Actual Output/Effective Capacity)*100
Efficiency= (3/7)*100
Efficiency= 42.85%
b. Calculation for utilization
Using this formula
Utilization = (Actual Output/Design Capacity)*100
Let plug in the formula
Utilization= (2/6)*100
Utilization= 33.33%
Using this formula to calculate for efficiency
Let plug in the formula
Efficiency = (Actual Output/Effective Capacity)*100
Efficiency= (2/5)*100
Efficiency=40%
c. In a situation where the design capacity is High this means that there is likelyhood that the utilization could be lesser despite the efficiency was high.
Therefore based on the above calculations , the utilization will tend to relied on the design capacity and it may vary accordingly.
Utilization and efficiency are calculated for loan processing and furnace repair operations. Higher efficiency does not always mean higher utilization.
a. To determine the utilization of the loan processing operation, we divide the average number of loans processed per day by the design capacity: 3 loans / 10 loans = 0.3 or 30%. The efficiency can be found by dividing the average number of loans processed per day by the effective capacity: 3 loans / 7 loans = 0.43 or 43%.
b. Utilization for the furnace repair team is found by dividing the average number of furnaces serviced per day by the design capacity: 2 furnaces / 6 furnaces = 0.33 or 33%. Efficiency is calculated by dividing the average number of furnaces serviced per day by the effective capacity: 2 furnaces / 5 furnaces = 0.4 or 40%.
c. No, systems with higher efficiency ratios do not always have higher utilization ratios. Efficiency measures how well resources are utilized, while utilization measures the percentage of available capacity being used. For example, a system with low efficiency may still have high utilization if it is operating at or near its design capacity. Conversely, a system with high efficiency may have low utilization if it is operating well below its design capacity.
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Answer:
An employee of a company who is being paid to assist in the sale of stock options to the company's employees and receives a bonus based on sales results is referred to as an Agent. This is in accordance with Uniform Securities Act.
Explanation:
The Uniform Securities Act refers to an employee of a company who is paid to assist in the sale of stock option to the company's employees and receives a bonus based on sales results as an agent. Such an employee is required to register with the state.
Answer:
3.54 dollars
Explanation:
2.50 = 250 cents
2.70 = 270 cents
2e + 3t = 250
e = (250 - 3t) / 2
3((250 -3t) / 2) + 2t = 270
(750 - 9t) / 2 + 2t = 270
750 - 9t + 4t = 540
750 - 5t = 540
210 = 5t
t = 42
e = (250 - 3t) / 2
e= (250 - 126) / 2
e = 124 / 2
e = 62
3e + 4t = 3(62) + 4(42) = 354 cents or 3.54 dollars
b) religion.
c) race.
d) color.
e) political preference.
Answer: Political Preference
Explanation: You cannot judge anyone based on their political views.
Answer:
The amount of dividends received by the common stockholders in 2018 is $40,000
Explanation:
Number of shares = 5000 shares
Outstanding shares = 20,000 shares
The board of directors declares and pays a $65,000 dividend in 2018
The amount of dividends received by the common stockholders in 2018
= $65,000 - dividend paid to preferred stocks
Where, dividend paid to preferred stocks = 5,000 × 5% × $100
= $25,000
Therefore, we have;
=$65,000 - $25,000 = $40,000
Answer:
a. Organization culture
Explanation:
Organization culture refers to the working culture in an organization in which the employees behavior, rules, regulations, procedures, policies, plans are applied
Other than this, it also involves incentive schemes, flexible time, cab service, medical insurance, and other perks
Since in the given situation, she feels energized and lover her office environment also they have team dinners on every Thursday after work
So this represents the organization culture
Investment = L FV = $66,485.49 Make this investment? No
Investment = M FV = $59,400 Make this investment? No
Investment = P FV = $77,318.37 Make this investment? Yes
Explanation:
Investment = L
Interest rate and method = 5% compound interest
Expected Future Value, FV = PV (1 + r)^n
FV = 45000 (1 + 0.05)^8
FV = 45000 * (1.05)^8
FV = 45000 * 1.477455 = $66,485.49
Make this investment? Yes / No
Investment = M
Interest rate and method = 4% simple interest
Expected Future Value, FV = PV + (PV * r * n)
FV = 45000 + (45000 * 0.04 * 8)
FV = 45000 + 14400 = $59,400
Make this investment? Yes / No
Investment = P
Interest rate and method = 7% compound interest
Expected Future Value, FV = PV (1 + r)^n
FV = 45000 (1 + 0.07)^8
FV = 45000 * (1.07)^8
FV = 45000 * 1.718186 = $77,318.37
Make this investment? Yes / No
Since she can only make one investment during the eight-year investment period, Laura should invest in investment P
Compound interest is calculated using the equation FV = PV imes (1 + r)^n, and simple interest is calculated using the equation FV = PV + (PV imes r imes n). Compound interest allows for earning interest on any interest earned in prior periods. The future value based on compound interest can exceed the future value based on simple interest.
The equation that represents the calculation of a future value (FV) using compound interest is: FV = PV imes (1 + r)^n.
The equation that represents the calculation of a future value (FV) using simple interest is: FV = PV + (PV imes r imes n).
The statement that the process of earning compound interest allows a depositor or investor to earn interest on any interest earned in prior periods is true.
The statement that after the end of the second year and all other factors remaining equal, a future value based on compound interest will never exceed the future value based on simple interest is false.
The statement that all other factors being equal, both the simple interest and compound interest methods will accrue the same amount of earned interest by the end of the first year is true.
To determine whether Laura should invest in each of the investments, we need more information about the specific investment alternatives (L, M, and P) and their annual interest rates.
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