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The answer is $7 because Marginal revenue is the change in total revenue from 10 customers ($400) to 11 customers ($407) How a monopolist maximizes profits
How does a monopolist determine its profit-maximizing level of output How does it determine the price that it charges?
The monopolist will select the profit-maximizing level of output where
MR = MC
and then charge the price for that quantity of output as determined by the market demand curve. If that price is above average cost, the monopolist earns positive profits.
How a monopolist maximizes profits
Because Chuck, a sole commercial airplane operator in small isolated town, has no competition, he has complete control of market price of air travel in his small tone
Reduced price → increase in ticket sales
Monopoly maximizes profit by choosing an amount of profit in which marginal revenue equals marginal cost (MR= MC) Since Chuck must reduce his price to sell more units, he has an incentive to sell a smaller quantity than a perfective competitive company
Learn more about Marginal revenue :
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Answer: (C) Bottom-up estimating
Explanation:
The bottom-up estimating is one of technique used by the manager or lead of the project department in the project management process.
By using this technique the manager makes an estimated process for assigning the different types of task in project management and it also divide the task into the different groups so that they work done more efficiently and accurately.
According to the given question, the bottom-up estimating technique are used for decomposes the work into the detailed format.
Therefore, Option (C) is correct.
Answer:
Today's price = = $30
Explanation:
The question requires the most price one is willing to pay today for the following
a) a stock that will sell for $30 in 1 year
b) Payout a dividend of $3
3) with a return rate on equity of 10%
To calculate the price for today or the present value,
we add the dividend expected to the selling price as follows
$3 + $30 = $33
The rate = 10% and the period = 1 Year
Present value = Future Value / (1+r)∧n
= 33/ 1.1
= $30
