Explanation:
Its part of the command economy
Answer:
The correct answer is option A.
Explanation:
The law of diminishing returns states that as we go on employing more and more unit of input while keeping other inputs constant, the return from each additional unit of input will go on declining.
This means that the output produced from each additional unit of input will go on declining.
Here, as capital is kept constant and labor is increased by a unit, the output at first increases by 5 units from 20 to 25. But later when input is again increased by a unit, the output increase by only 3 units from 25 to 28.
This shows the law of diminishing marginal returns where the marginal returns from a unit of labor is declining.
Answer:
Borrowed amount of $2,500
Explanation:
The computation is shown below;
The Total available balance is
= Beginning balance + Receipts - Disbursements
= $12,000 + $30,000 - $34,500
= $7,500
As the cash should be maintained of $10,000
So,
The amount to be borrowed is
= $10,000 - $7500
= $2,500
Answer:
17.76%
Explanation:
The computation of the time-weighted return on your investment is given below
But before that we have to do the following calculations
Year 1 = ($46.50 - $42.50) + 2 ÷ ($42.50) × 100 = 14.12%
Year 2 = ($54.50 - $46.50) + 2 ÷ ($46.50) × 100 = 21.51%
Now the time weighted return is
(1 + t)^2 = (1 + 14.12%) × (1 + 21.51%)
= 1.1412 × 1.2151
= √1.3867 - 1
= 17.76%
Answer:
Explanation:
Productivity per unput dollar=Fees charged from clients/total cost to firm
There are 3 options:
1. Using current software:
Av time=40 min
Researcher's cost=$2 a min
Total cost=40*2=80
Productivity per dollar input=Fees charged from clients/total cost to firm= 400/80=$5
2.
Using company A's software
Av time=30min
Cost of reducing av time=$3.5
Researcher's cost=$2
Total =30*2+3.5=63.50
Productivity per dollar input=400/63.5=6.3
3.
Using company B's software
Av time = 28 min
Cost of reducing av time=$3.6
Researcher's cost=$2
Total cost=28*2+3.6=59.6
Productivity per dollar input=400/59.6=$6.71
Answer - Using company B's software
