• TV Advertising Pricing at Regional Broadcast Network (A)

    Eric Hughes, advertising sales manager at Regional Broadcast Network (RBN), needs to avoid a takeover by increasing revenue from ad sales. Currently, ad plans are created for advertisers by combining ad spots from a fixed inventory of shows, making an effort to meet requirements such as a preferred split of prime/non-prime shows and views (impressions) in target demographics. Ad plans are priced using rate cards (RCs) based on industry norms, and are often discounted to meet budget requirements. Revenue is not usually optimized using this system because the RCs do not accurately reflect the value of inventory. In this case, Hughes first creates a model that allocates available inventory (i.e., 30-second ad spots) across 10 representative plans. He performs an optimization calculation that recreates the sequential allocation that his salespeople generate when advertisers approach the network one at a time. Next, he creates a model that optimizes the allocation of ad spots across all plans, assuming all customers request their plans at the same time. Hughes realizes that the bid prices revealed in the sensitivity table of the second model can also be interpreted as the opportunity cost associated with one incremental ad spot in each show. When the sequential allocation model replaces RCs with bid prices, which are dynamically adjusted for remaining inventory and expected future demand as each new customer arrives, the resulting revenue is closer to the value produced by optimizing all plans simultaneously. In the B case, "TV Advertising Pricing at Regional Broadcast Network (B)," Hughes uses the full historical sales dataset to conduct a multivariable regression analysis and better understand what drives the price of a plan. Students are challenged to create their own analysis and rationale, and to develop a guide for pricing each advertiser's plan. This case set presents emerging best practices in maximizing revenues in the ad industry.
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  • TV Advertising Pricing at Regional Broadcast Network (A), Student Spreadsheet

    Spreadsheet Supplement for Case UV8868
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  • TV Advertising Pricing at Regional Broadcast Network (B)

    Eric Hughes, advertising sales manager at Regional Broadcast Network (RBN), needs to avoid a takeover by increasing revenue from ad sales. Currently, ad plans are created for advertisers by combining ad spots from a fixed inventory of shows, making an effort to meet requirements such as a preferred split of prime/non-prime shows and views (impressions) in target demographics. Ad plans are priced using rate cards (RCs) based on industry norms, and are often discounted to meet budget requirements. Revenue is not usually optimized using this system because the RCs do not accurately reflect the value of inventory. In this case, which builds on "TV Advertising Pricing at Regional Broadcast Network (A)," Hughes uses the full historical sales dataset to conduct a multivariable regression analysis and better understand what drives the price of a plan. Students are challenged to create their own analysis and rationale, and to develop a guide for pricing each advertiser's plan. This case set presents emerging best practices in maximizing revenues in the ad industry. Students are given supplementary Excel workbooks containing sample data and use the Solver module and regression analysis to complete the assignment. This case set is suitable for use when teaching pricing analytics, decision analysis, statistics, quantitative analysis, or operations management. It may be used with a graduate, undergraduate, or executive education audience.
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  • TV Advertising Pricing at Regional Broadcast Network (B), Student Spreadsheet

    Spreadsheet Supplement for Case UV8872
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  • Demand Unconstraining Methods

    This technical note examines two common methods for estimating customer demand using historical data observations that are constrained by availability. First, this note explains how to leverage the averaging method for unconstraining the demand of airline ticket bookings. Next, the expectation-maximization algorithm is introduced using historical product sales data. Both examples rely on fictious data, and an accompanying Excel workbook provides example calculations for both methods highlighted in this technical note.
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  • Demand Unconstraining Methods, Spreadsheet

    Spreadsheet Supplement for Technical Note UV8599
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  • Coworking in Scott's Addition: Capacity and Pricing Strategy (A)

    These cases follow Emilia Nguyen-newly-appointed CEO of her family's third-generation real estate business in the historic district of Scott's Addition in Richmond, Virginia-as she prepares her proposal to renovate her family's 8,000 sq. ft., three-story Art Deco building. She plans to convert the building from traditional annual-lease office suites into a coworking space with five separate options, each with its own price point. Four of these options are available as a month-to-month rental, and one option will be offered to walk-in customers in a café. In the A case, Nguyen examines survey data from 50 respondents that captures willingness-to-pay (WTP) price points for each of the four monthly rental options. She must set prices and allocate the available space between these options to optimize revenue. Students are provided with a spreadsheet of survey results and asked to calculate the optimal price point for one of the four monthly rental options, ignoring capacity constraints. Then students must recalculate their answers while considering all four options and capacity constraints. Thus students must solve a problem that incorporates both pricing and capacity allocation decisions.
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  • Coworking in Scott's Addition: Capacity and Pricing Strategy (B)

    These cases follow Emilia Nguyen-newly-appointed CEO of her family's third-generation real estate business in the historic district of Scott's Addition in Richmond, Virginia-as she prepares her proposal to renovate her family's 8,000 sq. ft., three-story Art Deco building. She plans to convert the building from traditional annual-lease office suites into a coworking space with five separate options, each with its own price point. Four of these options are available as a month-to-month rental, and one option will be offered to walk-in customers in a café. In the B case, Nguyen must develop a pricing scheme for walk-in customers who want to rent office space in the café, which occupies half of the first floor. She is deciding between establishing a fixed price-per-day and hourly pricing. This requires calculating the optimal price for each pricing scheme and comparing the respective revenues. She examines survey data from 20 respondents that captures WTP price points for spending up to eight hours working in the café (in increments of one hour). Students are again provided with a spreadsheet of survey results which allows them to calculate the optimal pricing scheme (and price) without considering capacity constraints, then again repeating the calculation after considering capacity constraints.
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  • Coworking in Scott's Addition: Capacity and Pricing Strategy (B), Student Spreadsheet

    Spreadsheet supplement for case UV8155.
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