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It is true when the value of (profit from 1 drink)×(drinks sold) - (money used to make unsold drinks) of Stall A or the stall with a higher percentage of sold drinks is higher than the value of (profit from 1 drink)×(drinks sold) - (money used to make unsold drinks) of Stall B.

For example, if the price to make 1 drink is $0.50 and profit of 1 sugar cane is $1 (profit from drink)×(drinks sold) - (money used to make unsold drinks) of Stall A would be $187.50 and the price to make 1 herbal tea is $1 and the profit from it is $0.50 then (profit from drink)×(drinks sold) - (money used to make unsold drinks) of Stall B would be $45. Which means the Stall that sold a higher percentage of drinks prepared made more money.

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It is not true when the price is not the same and the the 100% may be different

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It is false when the price of the drink is different

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The total number of glasses prepared (100%) is the same. And the price of the drinks are the same
Actual number prepared: A - 200, B - 220, C - 225

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Poon Zhi Ler ( Idk why I'm doing this too)

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Poon Zhi Ler ( Idk why I'm doing this too)

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It is true when the stall with the higher percentage sold prepared more or the same amount of glasses, or when they made less glasses but sold them at higher profit than the other stalls
For example:
If stall A have sold the highest percentage, and they prepared the same amount of glasses as the other stalls (e.g. all of them prepared 200 glasses, and the profits per glass are the same, if A has the highest percentage sold, he would make the most money as he would have sold more glasses at the same price [or possibly higher] then the other stalls)
Even if stall A prepared less glasses, if the profit is really high, they might still earn more money

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It is true when the stall which sold the highest percent has equal/higher amount of drinks prepared AND the price of the drink sold at the stall is equal/higher than the price of drinks sold at other places.

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The stall (A) which sold the more drinks at a higher price with the least amount of drinks being prepared at first.

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the stall with the most amount of drinks sold and the most amount of drinks produced

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It is true when stall A has the highest the highest percentage when each drink in stall A sells for $1 and stall c and b sells like 50 cents each

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It is false when the amount the drinks are different as the percentage can be bigger can be larger but it can sell less drinks as percentages depends on the total

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Gabriel Ng
It is false when the total number of drinks is fewer

e.g
when stall A has 2 drinks and sold 50%
while stall B has 50 drinks
and sold 10%

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The stall which sold the highest percentage of drinks(Stall A) sold its drinks at a higher price which made up for the fact that it sold the least number of drinks.

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...the *number* of drinks sold is not the highest (assuming all the drinks are the same price)

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It is false when the price of a drink in the stall is lower than another stall. Although it sold more drinks it would still earn less money.

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It is false when one stall that has the highest percentage of drinks sold has the least total number of drinks prepared whereas the other stalls have a lower percentage but a bigger total of number of drinks sold.

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The price of the drinks is not the same so you cannot confirm. If they sell the same percentage, the profit earned would be more in one of them so it’s not confirmed.

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As the amount of drinks might not be the same (100%) you cannot compare both stores with the percentage. You must make the base equal.

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The price of one drink from A is either equal or lower than the drinks from other stalls.

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sugar cane drink costs $1 and herbal tea costs $2 .
so, even though stall A had the highest percentage of drinks sold, they only earned $175 while stall C had the lowest percentage of drinks sold but since they sold herbal tea for $2 they still earned $290 which is more than Stall A who had the highest percentage of drinks sold making Joseph's statement wrong

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stall with the highest percentage=A(87.5%)
Actual number sold:
A:175, B:187, C:180
It is only true if the cost of one drink from A is the highest among the other stalls.
By the way, I am Kian Ping