
Buying and Selling Game Contest Christmas 2021 Edition – 50 Hive to be won
Hi Everyone,
The ‘Buying and Selling’ Game involves three simple steps.
All the information you need to know to play the game is provided in the question; i.e. no external research is required as all prices are hypothetical and locations are fictitious.
All entries must be made in the comments section of this post.
Each account is only permitted one entry.
The objective of the game is to make the highest profit from the sale of all the goods you have bought. If two participants make the exact same profit, the participant that entered first wins.
If nobody makes a profit (i.e. nobody enters the contest or if all participants make a loss), the prize of 30 Hive will be rolled over to the next contest. Therefore, the prize for the next contest will be 60 Hive.
All goods of the same type are identical; for example, Good A bought in Town X is the same as Good A bought in Town Y.
There are zero transaction and transport costs.
All cities, towns, islands and planets use the same currency.
Note: Triangular Distribution
A Microsoft Excel Model is used to determine the selling prices of each good in each city, town, island, or planet. These prices will be used to calculate the profits made by each participant. In the results post, the calculation of the selling price will be presented in a video. Below is the results post for Contest 16.
The account with the winning entry will receive 30 Hive and the first 12 entries will be given upvotes. The most profitable buying and selling price combination is also calculated. If the winner adopts this strategy he or she will receive an additional 5 Hive.
For Contest 17, buying and selling will take place between small local towns and villages. These towns and villages specialise in bath products.
For this contest, participants have been allocated $2,500 to buy 1 or more bath products from any of the 5 small towns and villages. These small towns and villages are as follows:
See map below:
All bath products are available in all 5 small towns and villages. The available bath products are as follows:
Table 1 contains the prices of each bath product for each small town and village.
Note: Bath products can only be bought as whole pieces. For example, a participant could only buy 781 bottles of body wash from Lake View, as there is insufficient money to buy the 782nd bottle of body wash.
After buying the bath products, the participant must then sell all the bath products he or she has bought in just one of the small towns or villages named in the question. Remember, the selling prices are revealed in the results post. These prices are determined using the information provided in Tables 2, 3, and 4.
For this contest, I expect to see entries made in the following format:
Buying
Name of Place:
Goods purchased:
Number purchased:
Amount spent on goods:
Selling
Name of Place:
Buying
Name of Place: Lake View
Goods purchased: Bubble Bath
Number purchased: 462
Amount spent on goods: $2,494.80
Selling
Name of Place: Green Loch
The closing date and time for this contest is 6PM coordinated universal time (UTC) 23/03/2021. Responses after this time will not be accepted. The answers will be provided in the results post along with the video containing the generation of selling prices using the model.
I hope everyone has fun and enjoys this contest.
If you want to know more about the ‘Buying and Selling’ Game, I suggest that you watch the following video:
If you have any questions, feel free to ask in the comments section.
If you want to read any of my other posts, you can click on the links below. These links will lead you to posts containing my collection of works. These 'Collection of Works' posts have been updated to contain links to the Hive versions of my posts.
The course contains over 10 hours of video, over 60 downloadable resources, over 40 multiple-choice questions, 2 sample case studies, 1 practice CBA, life time access and a certificate on completion. The course is priced at the Tier 1 price of £20. I believe it is frequently available at half-price.