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Bunuel
Official Solution:

A Food and Drug lab has two new samples: a 240 gram cup of drip coffee, which contains 124 mg of caffeine, and a 60 gram cup of espresso, containing 160 mg of caffeine. If a technician were to create a new 120 gram cup sample that contained 50% coffee and 50% espresso, how many mg of caffeine would the new drink contain?

A. 111
B. 121
C. 142
D. 191
E. 382

A new 120 gram cup will contain 50% of coffee and 50% of espresso, that is 60 grams each. 60 grams of espresso contains 160 mg of caffeine, while 60 grams of drip coffee contains \(\frac{124}{4}=31\) mg of caffeine. So, the new drink will contain \(31+160=191\) mg of caffeine.

Answer: D


Why is that when we take 50 % of espresso, the caffeine quantity remains same (160 mg), but when we take 50% of drip coffee, we divide the caffeine quantity by 4 ?

shouldn't it be 160mg --> 80 mg from espresso
and 124mg --> 62 mg from drip coffee..
giving us 142 (C) ?

but I am unable to understand that why 142 (c) will contain 180 gram coffee and not 120 gram
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Shrey9


Why is that when we take 50 % of espresso, the caffeine quantity remains same (160 mg), but when we take 50% of drip coffee, we divide the caffeine quantity by 4 ?

shouldn't it be 160mg --> 80 mg from espresso
and 124mg --> 62 mg from drip coffee..
giving us 142 (C) ?

but I am unable to understand that why 142 (c) will contain 180 gram coffee and not 120 gram

You're forgetting to take into account what volume of drip coffee will be in the new drink compared to the volume of the initial cup of drip coffee.

The new drink is 120g, half of which is espresso and half of which is drip coffee. This means that there are 60g of espresso and 60g of drip coffee in the new drink.

The question tells us that 60g of espresso (the exact amount we want!) has 160mg of caffeine. So we get 160mg of caffeine from the 60 g of espresso.

However, the question tells us that 240g of drip coffee (not the amount we want!) has 124 mg of caffeine. We only have 60g of drip coffee in the new drink — 60g is 1/4 of 240g, so it 60g of drip coffee should have 1/4 the amount of caffeine in 240g of drip coffee. Thus, we should get 124 / 4 = 31mg of caffeine from the 60 g of drip coffee.

So we have 160 + 31 = 191mg of caffeine in total in the new drink.

Your clue here is that there was information from the question stem that you weren't using: 240g never came into your calculations. When you find that there's information you aren't using, it's more likely that you're missing something than that the question gave you extraneous information — you should go back and see how you could incorporate this information into your math.
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I think this is a high-quality question and I agree with explanation.
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Bunuel
A Food and Drug lab has two new samples: a 240 gram cup of drip coffee, which contains 124 mg of caffeine, and a 60 gram cup of espresso, containing 160 mg of caffeine. If a technician were to create a new 120 gram cup sample that contained 50% coffee and 50% espresso, how many mg of caffeine would the new drink contain?

A. 111
B. 121
C. 142
D. 191
E. 382

The question is pure logic...

If the new mixture is to contain 120 grams from both individual samples, naturally, it has to include all 60gram of espresso, therefore the mixture definitely will have 160 mg caffeine- this allows us to strike off A,B and C from the get-go because the mixture cannot have <160mgs of caffeine.

Now all that is left is finding out how much caffeine does 60gram (remaining 50% of the new mixture) of drip coffee contain. Can find this by simple math: (124mg/240 gram)*60 gram= 31 mg.

Hence 160+31= 191 mg.

Final Answer: D

Hope this helps
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I think this is a high-quality question and I agree with explanation.
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I have edited the question and the solution by adding more details to enhance its clarity. I hope it is now easier to understand.
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Drip Coffee: 240 grams/124 milligrams to find how much 60 grams of caffeine it contains. Which is 60/31, which means 60 grams contain 31 milligrams of caffeine.
Now it is already given that 60 grams of expresso contains 160 milligrams of caffeine. Therefore now add both 160+31=191 milligrams of caffeine.
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I like the solution - it’s helpful. A high quality question as well!
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I like the solution - it’s helpful.
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