Answer:
Total sum due after 5 years = $2,626.9
Explanation:
The sum of 100 that is invested per period(quarterly)for certain number of period is referred is referred to as an annuity. The total sum that the investment would worth after if interest rate is compounded quarterly for the investment period is referred to as the future value of annuity.
The total sum due can be computed in two stages. The first is to determined how much the annuity investment would worth after 5 years. And the second is to determine how much the single sum of $100 would worth after 5 years.
This done as follows:
The future Value of annuity is computed using the formula below:
FV = A×( (1+r)^n - 1)/r)× (1+r)
A- periodic cash flow invested
r- interest rate per period
n- number of period
FV = future value
r= 8/4= 2%
n= 5×4= 20
FV= 100×(1.02^20 -1)/0.02)×(1.02)= 2478.3
Step 2 : The future value of the value of the Initial lump sum of $100 already existing
FV= A× (1+r)∧n
= 100×(1.02)^20 =148.59
The sum due after the end of the investment period =
2478.3 + 148.59=$2,626.9
Total sum due after 5 years = $2,626.9
Answer:
A. the iso-quant line is tangent to the iso-cost line.
Explanation:
Cost minimization refers to the decrease in level of cost of production for certain specified level of production.
Iso quant line represents the labor and capital combinations keeping the total cost same. The least combination represents the tangent to isoquant, basically representing the idle choice of labor and capital.
In this manner the company chooses the idle way of cost minimization.
Answer:
D)the second-period demand curve will shift substantially to the right.
Explanation:
If monopolist succeeds in selling a sufficiently high quantity in the first period, then in the second period it will further increase and will shift the demand curve to right hand.
Answer:
c. $60319000
Explanation:
My actual calculation was not exactly that number, it was NZ$60,318,000, but it is the closest option. You calculate it by multiplying the present value x (1 + interest rate) = $60,000,000 x (1 + 0.0053) = $60,000,000 x 1.0053 = $60,318,000
The question only asks to calculate the interest in NZ$, not to convert them to US$.
Answer:
$40,160.
Explanation:
Total appraisal value = $55,500 + $50,200 + $19,300 = $125,000
Weight of land in the appraisal value = $50,200 ÷ $125,000 = 0.4016, or 40.16%
Amount to include in the accounting record = $100,000 × 40.16% = $40,160
