Table 2 shows Media Cable’s demand table, total revenue, and marginal revenue at each price. What is the price effect of reducing the price from $100 to $80? Table 2 Price Amount Demanded Total Revenue Marginal Revenue $160 0 $0 n/a $130 90 $11,700 $130.00 $100 200 $20,000 $75.45 $80 350 $28,000 $53.33 $40 600 $24,000 -$16.00 $0 850 $0 -$96.00 Question 5 options: a) $4,000 b) -$20,000 c) $28,000 d) -$4,000 e) $12,000

Table 2 shows Media Cable’s demand table, total revenue, and marginal revenue at each price. What is the price effect of reducing the price from $100 to $80? Table 2 Price Amount Demanded Total Revenue Marginal Revenue $160 0 $0 n/a $130 90 $11,700 $130.00 $100 200 $20,000 $75.45 $80 350 $28,000 $53.33 $40 600 $24,000 -$16.00 $0 850 $0 -$96.00 Question 5 options: a) $4,000 b) -$20,000 c) $28,000 d) -$4,000 e) $12,000

Essentials of Economics (MindTap Course List)

8th Edition

ISBN:9781337091992

Author:N. Gregory Mankiw

Publisher:N. Gregory Mankiw

Chapter14: Monopoly

Section: Chapter Questions

Problem 10PA

See similar textbooks

Price	Amount Demanded	Total Revenue	Marginal Revenue
$160	0	$0	n/a
$130	90	$11,700	$130.00
$100	200	$20,000	$75.45
$80	350	$28,000	$53.33
$40	600	$24,000	-$16.00
$0	850	$0	-$96.00

Similar questions

Table 2 Shows Media Cable’s demand table, total revenue, and marginal revenue at each price. Why, at any price lower than $130, is the marginal revenue from an additional sale less than the price? Table 2 Price Amount Demanded Total Revenue Marginal Revenue $160 0 $0 n/a $130 90 $11,700 $130.00 $100 200 $20,000 $75.45 $80 350 $28,000 $53.33 $40 600 $24,000 -$16.00 $0 850 $0 -$96.00 Question 1 options: a) Lowering the price means that Media Cable lowers the price on all cable packages sold, and the combination of the price effect and quantity effect work together to reduce the Marginal Revenue. b) Marginal revenue is calculated by dividing the change in quantity into the change in Total Revenue. c) The price effect tends to increase Total Revenue. d) The quantity effect tends to decrease Total Revenue. e) It cost less to provide a service in…
Table 2 shows Media Cable’s demand table, total revenue, and marginal revenue at each price. What is the quantity effect of reducing the price from $100 to $80? Table 2 Price Amount Demanded Total Revenue Marginal Revenue $160 0 $0 n/a $130 90 $11,700 $130.00 $100 200 $20,000 $75.45 $80 350 $28,000 $53.33 $40 600 $24,000 -$16.00 $0 850 $0 -$96.00 Question 4 options: a) $4,000 b) -$20,000 c) $28,000 d) -$4,000 e) $12,000
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1. TopGames buys the rights to sell a certain video game title worldwide. top games pay $400,000 for this right and the marginal cost of providing the video game download is zero. TopGames’ economist realizes they have two groups of customers: the 2,000 hard-core fans of this game who will pay up to $150 a year to be able to play this game; and the 10,000 casual gamers who will pay up to $50 a year to play this game. If TopGames can NOT price discriminate, what is its profit-maximizing price? What is its profit? a. Price = $50; Profit = negative $100,000 b. Price = $50; Profit = $300,000 c. Price = $150; Profit = $100,000 d. Price = $150; Profit = $500,0002. TopGames buys the rights to sell a certain video game title worldwide. top games pay $400,000 for this right and the marginal cost of providing the video game download is zero. TopGames’ economist realizes they have two groups of customers: the 2,000 hard-core fans of this game who will pay up to $150 a year to be able to play this…
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need d and e rest part are solved answer is here Solution:- Given Monthly demand function: Q=300-4P .... (1) Cost function: TC=15Q+1000 ..... (2) Part a Revenue = Price * quantity Q=300-4P⇒4P=300-Q⇒P=75-0.25Q So R=PQR=75-0.25QQR=75Q-0.25Q2 ... (3) To maximize revenue, differentiate the equation 3 with respect to Q dRdQ=75-0.5Q Put dRdQ=075-0.5Q=0⇒0.5Q=75⇒Q=150 Second-order condition for revenue maximization: d2RdQ2=-0.5<0 Revenue is maximization quantity is 150 From equation 3 R=75×150-0.25×1502R=5625 The maximum revenue is $5625 part b Differentiate equation 1 with respect to Q dQdP=-4 Price elasticity is calculated as e=dQdP×PQe=-4×75-0.25×150150e=-4×0.25e=-1 Price elasticity at revenue-maximizing point is -1 part c Total cost of producing 150 units: TC=15×150+1000TC=3250 Profit at revenue-maximizing level of output: Profit = revenue - costProfit =5625-3250Profit =2375