Answer:
3 years
Explanation:
The computation of the payback period is shown below:
Payback period = Initial investment ÷ Net cash flow
where,
Initial investment is $15,000
And, the net cash flow would be
= Year 1 + year 2 + year 3 + year 4
= $5,000 + $5,000 + $5,000 + $5,000
= $20,000
As we see that the net cash flow is recovered in three years that means net cash flows and the initial investment are equal
So,
Payback period would be
= $15,000 ÷ $15,000
= 3 years
Answer:
$5,225,417
Explanation:
first payment 800000
1 quarter 250000
2 quarters 254000
3 quarters 258064
4 quarters 262193
5 quarters 266388
6 quarters 270650
7 quarters 274981
8 quarters 279380
9 quarters 283851
10 quarters 288392
11 quarters 293006
12 quarters 297694
13 quarters 302458
14 quarters 307297
15 quarters 312214
16 quarters 317209
17 quarters 322284
18 quarters 327441
19 quarters 332680
20 quarters 338003
11% = (1 + i/4)⁴
i = 0.106
quarterly interest = 2.65%
Now we need to determine the present value of this annuity and our discount rate is 2.65%. I will use an excel spreadsheet to determine the present value of the 20 quarterly payments and then add the initial payment.
$4,425,417 + $800,000 = $5,225,417
Answer:
The given laws for each are as follows:
Explanation:
1. WCG agrees with its cell plan competitors to raise prices for all customers - Sherman Antitrust Act
2. WCG colludes with another company to stop offering family plan discounts - Sherman Antitrust Act
3. WCG decides to advertise a new plan that is 75 percent off the regular plan, even though it is only 20 percent less - Wheeler-Lea Act
4. WCG promises retail consumers a "wholesale" rate, even though it is the same price as always - Wheeler-Lea Act
5. WCG wants to attract more women to its plans and starts offering female consumers 30 percent off their bill - Robinson-Patman Act
6. WCG offers a discount to teenage males in an effort to get customers from its more trendy competitor - Robinson-Patman Act
Answer:
The algebraic formulation of the constraint is 4X+2Y ≤ 100
Explanation:
The algebraic formulation of the constraint is shown below:
Given that
The number of hours taken per unit of x is 4 hours
And the number of hours taken per unit of x is 2 hours
And, the maximum hours available is 100
Now based on the above information
The algebraic formulation of the constraint is
= 4X+2Y ≤ 100
hence, the same is to be considered
Answer: c. $300
Explanation:
Private Saving is income less taxes and consumption so is calculated by the formula;
= Y - C - T
= Income - Consumption - Taxes
Find Consumption
Y - C - G = I
Income - Consumption - Government spending = Investment
1,000 - C - 200 = 250
C = 1,000 - 200 - 250
C = $550
Private Saving is therefore;
= 1,000 - 550 - 150
= $300
