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natulia
21 day ago
6

Imagine that two goods are available to you: servants (X) and robots (Y). You like servants three times as much as robots. If yo

ur domestic help budget is $4,000 per month, the price (wage) of servants is $1500 per person per month, and the price (rent) of robots is $400 per unit per month, what is the value of the MktRS (market rate of substitution)
Business
1 answer:
Scilla [3.2K]21 day ago
4 0

Response: 3

Clarification:

Marginal rate of substitution indicates how much of one good can be exchanged for another based on prevailing market prices.

As your preference shows you favor servants three times over robots, it suggests that the satisfaction derived from one servant is equivalent to that from three robots.

Thus, the utility function is defined as:

U = 3X + Y

Accordingly, the marginal rate of substitution can be calculated as:

= MUX/MUY

= 3

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Free_Kalibri [3151]

Answer: Missionary marketing involves indirect sales techniques where the salesperson provides product information and seeks to sway purchasing decisions.

Explanation: This approach is aimed at persuading individuals who are unfamiliar with the product or have yet to use it. The primary focus is to influence rather than conduct immediate sales. The salesperson is referred to as a Detailer, and Tender Love employs this marketing method in their strategy.

3 0
1 month ago
Klingon Widgets, Inc., purchased new cloaking machinery three years ago for $6 million. The machinery can be sold to the Romulan
arsen [2965]
a. The current total asset value for Klingon is calculated as follows: total assets equal net fixed assets plus current assets. Here, net fixed assets are $3,400,000, and current assets total $1,130,000, which is derived from net working capital plus current liabilities ($235,000 + $895,000). Hence, total assets amount to $3,400,000 + $1,130,000, leading to a total of $4,530,000. b. The market value of net working capital stands at $1,150,000, and the market value of fixed assets is $5,100,000. Therefore, when these figures are combined, the total fair market value amounts to $1,150,000 + $5,100,000, which equals $6,250,000.
7 0
18 days ago
On January 1, 2019, Fitbit goes public and issues 50 million shares at $20 per share. Fitbit had 200 million shares prior to goi
soldi70 [3139]

Answer:

$600 million

Explanation:

On January 1, 2020, the balance of common stock & APIC is derived as follows:

Common stock & APIC = Paid-In Capital + Capital raised from selling 50 million shares at $20 each - Treasury Stock

This gives:

Paid-In Capital = $500 million

Issuance of 50 million shares at $20 each amounts to:

Treasury Stock involves buying back 20 million shares priced at $45 each.

Inserting the numbers leads to:

Common stock & APIC = $500 million + $1000 million - (20 million shares × $45 each)

Therefore, Common stock & APIC = $1500 million - $900 million = $600 million

6 0
1 month ago
A perpetuity will pay $1000 per year, starting five years after the perpetuity is purchased. What is the present value (PV) of t
arsen [2965]

Answer:

$21,370.1071

Explanation:

The calculation for the present value of this perpetuity is as follows:

= Present value five years later + present value at the time of purchase

where,

The present value after five years is

= ($1,000) ÷ (1.04)^5

=$821.9271

Additionally, the present value at the purchase time is

= $821.9271 ÷ 4%

=$20,548.18

Thus, the total present value of the perpetuity is

=$821.9271 + $20,548.18

= $21,370.1071

5 0
16 days ago
An investment pays you $30,000 at the end of this year, and $15,000 at the end of each of the four following years. What is the
Nady [2956]

Answer:

The present value of the cash flow, discounted at a 5% annual rate, is $76,815.65.

Explanation:

First, we calculate the present value of a $15,000 annuity over 4 years:

C \times \frac{1-(1+r)^{-time} }{rate} = PV\\

C 15,000.00

Time 4

Rate 0.05

15000 \times \frac{1-(1+0.05)^{-4} }{0.05} = PV\\

PV $53,189.2576

Next, we discount two additional years as a lump sum, corresponding to two years following the investment:

\frac{Maturity}{(1 + rate)^{time} } = PV  

Maturity  53,189.26

Time  2.00

Rate  0.05000

\frac{53189.2575624354}{(1 + 0.05)^{2} } = PV  

PV   48,244.2245

Adding them results in the present value:

48,244.22 + 28,571.43 =  76,815.65  

8 0
1 month ago
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