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This would correct if other stall had a higher percentage of glass sold

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If stall A sold 10 dollars per cup and stall C, 1 dollar, stall A would make a far larger profit.

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It is not true when the stall that sells the most number glasses have a lower marked price than the other stalls. For example, Stall B sold the most number of glasses, 187 glasses, while stall A sold the least number of glasses, 175 glasses. But if stall B sold 187 glasses at a marked price of $0.01, it only earns $1.87, while Stall A could have sold each glass at $0.02, and earned $3.50, thus A could earn more money and have more profit than Stall B

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the marked price for all the drink stalls is the same, or the marked price for the stall that sells the most drinks has the greatest marked price.

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The stall that sells the most glasses would earn the most money when its competitors sell at the same price or lower, for example, if both Stalls A and B sell the drink at $1, the price of Stall A (sells lesser) to Stall B (sell more) is the same and the ratio sold is 175 : 187, stall B would earn $12 more stall B.

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If stall B sells 187 drinks and they prepared each drink for $0.15 and sold each for $1, then they would have a profit of $0.85x187, then they would make a profit of $158.95. But if Stall C sells 180 cups prepares each cup for $0.10 and sells each for $1.50, then they would have a profit of $1.40x180, which is $252. Thus, the profit of Stall C is higher than B although B sold more drinks

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This is true when all the stalls prepare the same number of glasses and they are the same price.

Example:
If both A and B prepare 50 glasses and A sells 30 while B sells 40 and they both sell it for $1.
Then, A would get 30x$1= $30
B would get 40x$1= $40
Thus B would get more money.

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It is true when all the stalls have the same percentage of  glasses sold.

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It is not true when the price tag is lower. For example if it is sold at $0.10 and the other stall sells it at $1.50, the profit earned would be lower.

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It is not true if the price is lower. If the price is lower, they might gain lower.

For example, if stall C sells 100 glasses for $1 each, Stall C will gain a total of $100. However, if stall D sells 75 glasses for $2 each, Stall D will gain a total of $150 which is more than Stall C.

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When all stalls have the same amount of glasses prepared and charge the same amount of money per glass, Joseph's statement is true.

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the prices are the same for bothe stores

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It is false when the price of the glass is lesser than the price of the ingredients the store owner used to make the drink.

For example, Stall A spends 5 dollars making 20 drinks
and makes the price of each drink 0.20 cents. Stall B spends 5 dollars making 20 drinks and makes the price of each drink 0.75 cents. Stall A loses money (5 cents) while Stall B earns profit (50 cents).