Answer:
The correct approach will be "Social media
".
Explanation:
- Social media become web-based communication platforms that always allow the individual to communicate with one another through intelligence sharing as well as consumption.
- It is an internet-connected communication method whereby the participants build virtual forums to exchange knowledge, ideas, private correspondence, and certain other functionality.
Answer: B) $16
Explanation:
First lets take down the data given to us;
access from a certain leading provider can be represented as p = 5 minusone half q i.e 5 - 0.5q
Using the concept of two-part terrific which is a monopolistic market system, it is type of price discrimination where the price of goods and services are of two section namely; a lump-sum fee (expensive) as well as a per-unit charge
.
Entry fees are set to be equal to the consumer surplus in the competitive equilibrium.
So we calculate our price and quantity in the competitive equilibrium first, marginal cost is equal to price
5 - 0.5q = 1
4 / 0.5 = q
q = 8
Now the intercept of the demand curve at the vertical axis is 5,
so the consumer surplus in the competitive equilibrium is:
M = (5 - 1) * 8 / 2
M = 4 * 4
M = 16
the monthly access fee will be equal to $16.
Answer:
c. Amber’s offer is $4,500 more. {$190,000 – ($50,000 + $90,000) + [$70,000 × (1 – .35)]}.
Explanation:
Step 1. Given information.
Amber offer = 190.000
Claiming= $50.000
Loss of income = $90.000
Punitive damages = $70.000
Step 2. Formulas needed to solve the exercise and Step 3. Calculation.
Original claim = ($50,000 + $90,000) + [$70,000 × (1 – .35) = 185,500
Step 4. Solution.
Difference = 190000 - 185500 = 4500
punitive damages only taxable
Answer:
Milton should buy the company
Explanation:
Comparing the intrinsic value of the company in both scenarios using the Gordon Growth Model we get:
PV = [D0 * (1 + g)] / (r - g) where
D0 is current dividend
g = growth rate
r = required rate of return
Case 1 = current
PV = 1.7 * (1 + 0.05) / (0.11 - 0.05)
PV = 29.75
Case 2 = buying company
PV = 1.7 * ( 1 + 0.065) / ( 0.12 - 0.065)
PV = 32.92
The present value of the share when buying the company is higher than the current present value, therefore Milton should go ahead buying the company.