Learning curves are indeed useful for measuring work improvement in repetitive, simple tasks. They represent worker improvement in efficiency and reduction in mistakes over time, as these tasks are completed on a repetitive basis.
The statement, 'Learning curves are useful for measuring work improvement for repetitive, simple jobs requiring short times to complete', is true. A learning curve is a concept that represents improvement in efficiency of production as workers increase in skill through repetition of tasks. This concept is often used in business and economics to measure work improvement, particularly for jobs that are simple and repetitive in nature. For instance, when an assembly line worker repeats the same task over and over, they typically become faster and make fewer mistakes over time, thus increasing productivity.
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Answer:
A) Your own Contribution in 401(K) is $12,000.
B) Total Value of fund after one year = $21,000 × (1 + 12%)
= $23,520.
Explanation:
A) Total Annual Income = $120,000
Contribution in 401(K) = 10% of income
= $120,000 × 10%
= $12,000
your own Contribution in 401(K) is $12,000.
Employee contribution after tax = $12,000 × (1 31%)
= $8,280
Contribution of employer = $12,000 × 75%
= $9,000
Total Contribution = $12,000 + $9,000
= $21,000
Total Contribution in one year is $12,000.
Yield on fund = 12%
Total Value of fund after one year = $21,000 × (1 + 12%)
= $23,520.
after tax return = ($23,520 -$8,280) / $8,280
= 184%
After tax return is 184%.
You don't have to pay that income tax until you withdraw the money
The annual investment in the 401(k) plan is $21,525, comprising $12,300 from your contribution and $9,225 from your company's match. The one-year return, counting an expected yield of 12%, would be $24,108.
The annual investment in the 401(k) plan is calculated by finding 10% of the annual income of $123,000 which amounts to $12,300. The company then matches 75% of this investment. So, the company contribution is 0.75 * $12,300 = $9,225. Therefore, the total annual investment into the 401(k) plan is $12,300 (your contribution) + $9,225 (company’s contribution) = $21,525.
Your one-year return would be the total investment in the fund, including the expected 12% yield next year. So that's $21,525 * 1.12 = $24,108.
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Answer:
Demand And Supply
Explanation:
Demand and supply are the biggest factors of buisness when demand becomes higher than supply it results in angry customers and unhappy reviews
Answer:
80
Explanation:
According to the given situation, the computation of n is shown below:-
EXP[27.72δ]=2
δ =0.025
m = 1 ÷ 2
(1 + 0.025 ÷ (1 ÷ 2))^n ÷ 2 = 7.04
n ÷ 2 × ln(1.05)=ln(7.04)
n ÷ 2=40
n = 80
Therefore for computing the n we simply applied the above formula i.e. by considering all the information given in the question
Hence,the n is 80
To find the number of years it takes for an investment of $1 to increase to $7.04 at a nominal rate of interest numerically equal to δ and convertible once every two years, we can use the formula A = P(1 + r/m)^mt. Using this formula, we can solve for t by substituting the given values into the equation and solving for t using logarithms.
To find n, the number of years it takes for an investment of $1 to increase to $7.04 at a nominal rate of interest numerically equal to δ and convertible once every two years, we can use the formula:
A = P(1 + r/m)mt
Where A is the final amount, P is the initial investment, r is the nominal rate of interest, m is the number of times interest is compounded per year, and t is the number of years.
In this case, A = $7.04, P = $1, r = δ, and m = 2 (since it is convertible once every two years). Using this information, we can solve for t:
$7.04 = $1(1 + δ/2)2t
Divide both sides by $1:
7.04 = (1 + δ/2)2t
Take the logarithm of both sides:
log(7.04) = log((1 + δ/2)2t)
Apply the power rule of logarithms:
log(7.04) = 2t * log(1 + δ/2)
Divide both sides by 2 * log(1 + δ/2):
t = log(7.04) / (2 * log(1 + δ/2))
Plug in the value of δ to find the value of t.
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Answer:
Unitary cost= $18.4
Explanation:
Giving the following information:
Daniel LLC incurred cost of $43,000 for material, $26,000 for labor, and $23,000 for factory overhead.
First, we need to calculate the total cost:
Total cost= 43,000 + 26,000 + 23,000
Total cost= $92,000
Now, the unitary cost:
Unitary cost= total cost / number of units
Unitary cost= 92,000 / 5,000
Unitary cost= $18.4
he contributes money to a partnership
he applies for a small business loan
he reports investor fraud to the SEC
The one that can be stated as an example of a businessman who is making an investment is by making a contribution in the form of money to a partnership. Hence, Option B is correct.
An individual who owns or has shares in a private sector and engages in commercial or industrial activities to generate cash flow, sales, and income by combining human, financial, intellectual, and physical capital with the goal of sustaining is referred to as a businessman or businesswoman.
Although it is a difficult career path, those who choose business reap the rewards of their labour and have access to employment options in almost every industry.
One may find them in almost any company, managing operations, hiring and firing staff, keeping the books balanced, and managing funds. The one that can be used as an illustration of a businessman investing is by giving a financial contribution to a partnership.
Therefore, Option B is correct.
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Answer:
he contributes money to a partnership
b.18.25%
c. 15.05%
d. 13.33%
Answer:
a. 20.00%
Explanation:
Monthly loan payment
= (685000*10%*8/12 + 685000)/8
= $91,333.33
PV = -685000
Nper = 8
Using RATE function
= RATE(8,91333.33,-685000,0)*12
= 20%
Therefore, The loan's annual percentage rate (APR) is 20%.