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akanksha14_11
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can someone helo in this please? am getting 1/6
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Red =1330
Blue=2660
P(blue)=2660/8000

Approximately 1/3
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twice as many blue as red means red=2blue or blue=2 red
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Bunuel
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A lottery box contains 8,000 tickets, each of which is red or blue or green: b + g + r = 8000
The box contains twice as many blue tickets as red tickets b = 2r
The number of green tickets is 20 more than the number of red and blue tickets combined: g - 20 = b + r

The question ask to find the approximate value of b/8,000.

Substituting g - 20 = b + r into b + g + r = 8000 we get g + (g - 20) = 8000, which gives g = 4,010.
Substituting g = 4,010 into g - 20 = b + r we get 4,010 - 20 = b + r, which gives r = 3,990 - b.
Substituting r = 3,990 - b into b = 2r we get b = 2(3,990 - b), which gives b = 2,660.

Therefore, b/8,000 = 2,660/8,000 = 133/400 ≈ 1/3.

Answer: A.

Check here: a-lottery-box-contains-8-000-tickets-each-of-which-is-red-or-blue-or-428952.html#p3388007
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can someone help me pls, can’t figure out the mistake I am making
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Take 100 employees at this company. 60 participate in the retirement plan. 20% of this 60 also participate in the health plan. So 12 people participate in the retirement and health plan.

48 people in total signed up for health plan. Out of them, 12 also participate in retirement. So 12/48 -> 1/4
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Bunuel, can you please provide solution for this question ?

a-share-of-company-p-is-20-percent-more-expensive-than-a-share-of-comp-428317.html

is it because the "trading volume" is given in A that the answer is B and not D, since trading volume is always less than total volume of a company’s shares ?
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Of the employees at a certain company, 60 percent participate in the company’s retirement plan; and of those employees, 20 percent also participate in the company’s health plan. If 48 percent of the company’s employees participate in its health plan, what fraction of those employees also participate in the company’s retirement plan?

A. 1/4
B. 1/3
C. 1/2
D. 2/3
E. 3/4


20% of 60%, thus 12% of the employees participate both in the retirement plan and health plan. The question asks what fraction of the employees participating in the health plan, participate in both plans. Since we got that 12% participate in both, then the answer is both/health = 12/48 = 1/4.

Answer: A.

divyansh843, is this a GMAT Prep Focus question? Which test? Thank you!
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Data Sufficiency Butler: April 2024
April 24DS 1DS 2
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Problem Solving Butler: April 2023
April 24PS 1PS 2
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is this an OG question?
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Data Sufficiency Butler: April 2024
April 25DS 1DS 2
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April 25PS 1PS 2
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Bunuel do you have the link for

all butler questions ?
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Bunuel
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Baye’s theorem is all you need
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Data Sufficiency Butler: April 2024
April 26DS 1DS 2
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