Pricing a Bundle of Products or Services: The Case of Nonprofits
The authors determine the optimal number of items to be included in a service bundle for a profit-maximizing firm that uses pure components, pure bundling, or mixed bundling strategies. When applied to Venkatesh and Mahajan's (1993) data, the number of events held is shown to have a substantial...
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Published in | Journal of marketing research Vol. 33; no. 1; pp. 86 - 93 |
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Main Authors | , , |
Format | Journal Article |
Language | English |
Published |
Chicago
American Marketing Association
01.02.1996
SAGE PUBLICATIONS, INC |
Subjects | |
Online Access | Get full text |
ISSN | 0022-2437 1547-7193 |
DOI | 10.1177/002224379603300108 |
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Abstract | The authors determine the optimal number of items to be included in a service bundle for a profit-maximizing firm that uses pure components, pure bundling, or mixed bundling strategies. When applied to Venkatesh and Mahajan's (1993) data, the number of events held is shown to have a substantial impact on firm profits. The authors also study the pricing strategies of a nonprofit organization that seeks to maximize usage subject to a nondeficit constraint. Using the same data, the authors show that compared to a profit maximizing firm, a usage-maximizing nonprofit organization (1) charges lower prices, (2) holds more events, and (3) takes fixed costs into account in setting prices. For the distributions considered by Venkatesh and Mahajan (1993), there is a reversal in the order of preferred strategies, with the pure-bundling strategy dominating the single ticket strategy, though mixed bundling is still the most preferred strategy. In addition, the authors find that attendance is not maximized by offering the greatest possible number of events. The effects of alternative objective functions, such as surplus maximization, and additional bundling policies (adding bundles consisting of only some of the events scheduled) are also examined. |
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AbstractList | The optimal number of items to be included in a service bundle for a profit-maximizing firm that uses pure components, pure bundling, or mixed bundling strategies is determined. When applied to Venkatesh and Mahajan's (1993) data, the number of events held is shown to have a substantial impact on firm profits. The pricing strategies of a nonprofit organization that seeks to maximize usage subject to a nondeficit constraint is also studied. Using the same data, it is shown that, compared to a profit maximizing firm, a usage-maximizing nonprofit organization 1. charges lower prices, 2. holds more events, and 3. takes fixed costs into account in setting prices. For the distributions considered by Venkatesh and Mahajan (1993), there is a reversal in the order of preferred strategies, with the pure-bundling still the most preferred strategy. The authors determine the optimal number of items to be included in a service bundle for a profit-maximizing firm that uses pure components, pure bundling, or mixed bundling strategies. When applied to Venkatesh and Mahajan's (1993) data, the number of events held is shown to have a substantial impact on firm profits. The authors also study the pricing strategies of a nonprofit organization that seeks to maximize usage subject to a nondeficit constraint. Using the same data, the authors show that compared to a profit maximizing firm, a usage-maximizing nonprofit organization (1) charges lower prices, (2) holds more events, and (3) takes fixed costs into account in setting prices. For the distributions considered by Venkatesh and Mahajan (1993), there is a reversal in the order of preferred strategies, with the pure-bundling strategy dominating the single ticket strategy, though mixed bundling is still the most preferred strategy. In addition, the authors find that attendance is not maximized by offering the greatest possible number of events. The effects of alternative objective functions, such as surplus maximization, and additional bundling policies (adding bundles consisting of only some of the events scheduled) are also examined. The authors determine the optimal number of items to be included in a service bundle for a profit-maximizing firm that uses pure components, pure bundling, or mixed bundling strategies. When applied to Venkatesh and Mahajan's (1993) data, the number of events held is shown to have a substantial impact on firm profits. The authors also study the pricing strategies of a nonprofit organization that seeks to maximize usage subject to a nondeficit constraint. Using the same data, the authors show that compared to a profit maximizing firm, a usage-maximizing nonprofit organization (1) charges lower prices, (2) holds more events, and (3) takes fixed costs into account in setting prices. For the distributions considered by Venkatesh and Mahajan (1993), there is a reversal in the order of preferred strategies, with the pure-bundling strategy dominating the single ticket strategy, though mixed bundling is still the most preferred strategy. In addition, the authors find that attendance is nor maximized by offering the greatest possible number of events. The effects of alternative objective functions, such as surplus maximization, and additional bundling policies (adding bundles consisting of only some of the events scheduled) are also examined. |
Author | Siddarth, S. Weinberg, Charles B. Ansari, Asim |
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Cites_doi | 10.2307/2297136 10.2307/2555478 10.1016/0167-6296(84)90025-0 10.1287/mksc.3.4.288 10.1177/002224379303000408 10.1287/mksc.5.2.143 10.4159/9780674045064 |
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References | bibr6-002224379603300108 bibr7-002224379603300108 bibr10-002224379603300108 Gallagher Katherine (bibr1-002224379603300108) 1991; 33 bibr4-002224379603300108 bibr9-002224379603300108 bibr5-002224379603300108 Weinberg Charles B. (bibr8-002224379603300108) 1980; 3 bibr3-002224379603300108 bibr2-002224379603300108 |
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Snippet | The authors determine the optimal number of items to be included in a service bundle for a profit-maximizing firm that uses pure components, pure bundling, or... The optimal number of items to be included in a service bundle for a profit-maximizing firm that uses pure components, pure bundling, or mixed bundling... |
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SubjectTerms | Bundling Consumer surplus Costs Fixed costs Market prices Marketing Nonprofit organizations Objective functions Prices Pricing policies Profit maximizing firm Profitability Profits Random variables Reservation prices Statistical analysis Studies Total surplus |
Title | Pricing a Bundle of Products or Services: The Case of Nonprofits |
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