Microhard offers a word-processing software (W) and a spreadsheet program (S). There are three user types: those who primarily want W, those who primarily want S, and those who want both. Their maximum values are given in the table below: User type of users Value of W Value of S W 20 $200 $120 30 $100 $250 Both 50 $400 for both W & S The marginal cost of providing software is $0; the marginal cost of tying is also $0. Assume that each user buys at most one unit of each software. (a) Suppose there is no bundling, i.e, both W and S are priced separately. What prices Pw and ps will Microhard charge so as to maximize its profits, a? (b) Suppose there is pure bundling, i.e., both software are sold in one package only. What price pws will Microhard charge and what will be its profits, nP#? (c) Šuppose there is mixed bundling, i.e., users can buy each software separately or buy a package containing both at a tied price. What prices Pw and ps charge and what will be its profits, a™ ? and pws will Microhard

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Question 5
Microhard offers a word-processing software (W) and a spreadsheet program (S). There are three
user types: those who primarily want W, those who primarily want S, and those who want both.
Their maximum values are given in the table below:"
User type
# of users
Value of W
Value of S
W
20
$200
$120
30
$100
$250
Both
50
$400 for both W & S
The marginal cost of providing software is $0; the marginal cost of tying is also $0. Assume that
each user buys at most one unit of each software.
(a) Suppose there is no bundling, i.e, both W and S are priced separately. What prices
Pw and ps will Microhard charge so as to maximize its profits, n" ?
(b) Suppose there is pure bundling, i.e., both software are sold in one package only. What
price pws will Microhard charge and what will be its profits, aP#?
(c)
Šuppose there is mixed bundling, i.e., users can buy each software separately or buy a
package containing both at a tied price. What prices pw and p3 and Pws will Microhard
charge and what will be its profits, n™?
Transcribed Image Text:Question 5 Microhard offers a word-processing software (W) and a spreadsheet program (S). There are three user types: those who primarily want W, those who primarily want S, and those who want both. Their maximum values are given in the table below:" User type # of users Value of W Value of S W 20 $200 $120 30 $100 $250 Both 50 $400 for both W & S The marginal cost of providing software is $0; the marginal cost of tying is also $0. Assume that each user buys at most one unit of each software. (a) Suppose there is no bundling, i.e, both W and S are priced separately. What prices Pw and ps will Microhard charge so as to maximize its profits, n" ? (b) Suppose there is pure bundling, i.e., both software are sold in one package only. What price pws will Microhard charge and what will be its profits, aP#? (c) Šuppose there is mixed bundling, i.e., users can buy each software separately or buy a package containing both at a tied price. What prices pw and p3 and Pws will Microhard charge and what will be its profits, n™?
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