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1. Set individual price at maximum ($90 in the example because segments 3 & 4 are willing to pay $90 for a single concert)
2. Set combination price at maximum ($120 in the example because segments 1 & 2 are willing to pay up to $120 for the bundle).
3. multiply the price per concert ($90) times the volume (500 in a single segment) to get single ticket revenue of $45,000 per concert.
4. There are two concerts where the segments are willing to pay $90 per ticket, so multiply $45,000 x 2. Revenue for two concerts is $90,000
5. There are two concerts for which the max WTP is $120 for the bundle, so multiply the bundle price by the number of people willing to pay for the bundle ($120x1000). Bundle revenue equals $120,000.
6. Add bundled revenue to single ticket revenue: $90,000 + $120,000. Total revenue for mixed bundle is $210,000.
2. Set combination price at maximum ($120 in the example because segments 1 & 2 are willing to pay up to $120 for the bundle).
3. multiply the price per concert ($90) times the volume (500 in a single segment) to get single ticket revenue of $45,000 per concert.
4. There are two concerts where the segments are willing to pay $90 per ticket, so multiply $45,000 x 2. Revenue for two concerts is $90,000
5. There are two concerts for which the max WTP is $120 for the bundle, so multiply the bundle price by the number of people willing to pay for the bundle ($120x1000). Bundle revenue equals $120,000.
6. Add bundled revenue to single ticket revenue: $90,000 + $120,000. Total revenue for mixed bundle is $210,000.
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