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When the bases are not the same.

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WHen the amount of money each glass costs is the same, and when each sotre

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There are different bases for the number of drinks sold. In order to see the profit, we need to know the cost of drinks and the amount of money made per glass. For example, one store's individual cost of the drink is higher than the other store. The store with the higher individual cost can sell lesser drinks than the other store. So that store can earn more profit than the store with higher individual cost but sold lesser can make a profit.

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When the number of glasses of the start is the same and the cost of the drinks are the same.

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different price for glass

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when the bases are different

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when the cost is different and the one that sell less is the one with a higher cost

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IF the amount of moneh per glass is diff then no.

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IF the amount of moneh per glass is diff then no.

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It is true when there is the same base, it cost the same to make to drinks and the same are sold at the same price

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It will be true when the rent is low and the price of the supply is low and the price of each cup of drink is high and of course the number of each cups of drink in each store is the game

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It is true when the number of drinks sold by other stalls are the same or when the number of drinks sold by the stall with the highest percentage of drinks sold is more than the rest.

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It is not true as you have to find the price of a cup of the drink that is being sold before you can confirm that the higher percentage of drinks sold means that there will be a larger profit made.

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It is true when the price of the drinks were significantly higher than the others.

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It is not true when the price with the stall with the higher percentage is selling it at a lower price then a the store who sells a lower percentage if the stall has a sells not too much to be out
Part 2 below:

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It is true when the base is the same

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It is not true when a store has more drinks prepared but the other store had fewer drinks prepared, and sold more percentage of drinks, although the number of drinks sold was less than the other store. Or, the store that sold more percentage of drinks could have sold drinks for less cost.

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It is not true as the total prepared drinks of each group is different so there is a different base.

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When the base are the same.

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When the amount of money made per glass is the same and the amount of drinks prepared is the same.

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Not true.
As the price of the drinks can be different from others.
Example: Sugar Cane $1, Soya bean 80¢.
175x$1=$175
187x80¢=$149.60
Even though soya bean had sold more than sugar cane, sugar cane earned more money than soya bean