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Aditya985
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Hello guys is it normal in starting to not understand and create values from word problems
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Do the questions of the day reflect the difficulty level of the GMAT, or are they easier?
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Critical Reasoning Butler: August 2025
August 5CR 1CR 2

___________________________________
CR 1

In Nation X, the average price of a new automobile is 15,000 to 20,000 US dollars, and the average automobile loses approximately ten percent of its market resale value each year.Therefore, if a two-year-old automobile is resold for only 10,000 US dollars, its loss in market resale value has been greater than average for Nation X.

Which of the following indicates a flaw in the reasoning above?

A. Market resale value is only one measure of an automobile’s value.

B. Some two-year-old automobiles in Nation X have market resale values in excess of 20,000 US dollars.

C. It is possible for a new automobile in Nation X to cost 30,000 US dollars.

D. A loss in market resale value beyond what is ordinarily expected does not necessarily indicate poor design.

E. Not all new automobiles are sold for a price within the average range
___________________________________
CR 2

Until recently, employees in Company X had to work 9 hours a day but could start their work day whenever they chose to. The CEO of Company X has recently announced that all employees should come to work at 9 AM and leave at 6 PM. However, the human resources manager, who disagrees with the CEO on this matter, predicts that this lack of flexibility will have an adverse effect on employees’ morale, and, consequently, employees’ productivity.

Which of the following, if true, most strengthens the human resources manager’s objection to the CEO’s decision?

A. Even before the CEO’s announcement, 75% of the employees worked from 9:00 to 18:00.

B. When all employees work the same hours, scheduling meetings is easier.

C. 65% of the company’s employees are women.

D. Company X’s employees consistently point the ability to start working at the hour they choose as the number one advantage of working for Company X.

E. The CEO is a high-ranking former military.
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Are the answers for these questions 1)E & 2)D?
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Daily how much questions practice
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Quote:

Do the questions of the day reflect the difficulty level of the GMAT, or are they easier?
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?
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Some hard question in logical reasoning anyone send mee
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August 5th Quant Question of the Day





Answer and Explanation | Subscribe via E-mail, Forum, Instagram, or YouTube
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August 5th Verbal Question of the Day





Answer and Explanation | Subscribe via E-mail, Forum, Instagram, or YouTube
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can someone help me with the explanation to this proble
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Answer is Zero :

1/3 = 0.3333333...
1/9 = 0.11111111111...
1/27 = 0.0370370...
1/37 = 0.027027...

Add everything =0.508508... repeats ...

Digits repeat in 3 cycle so 99th digit will be 8 and 100th digit will be 5 and 101st digit will be 0 !

Hope this helps
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Does anyone know what the tag 1000 series mean for verbal RC questions? Are those a part of some old series of questions
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nrvnrv
Does anyone know what the tag 1000 series mean for verbal RC questions? Are those a part of some old series of questions
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Hi nrvnrv, complete-reading-comprehension-rc-1000-series-358858.html#p2790533
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There is some discussion about the sources of the passages in the 1000 series in the thread linked above. Basically old GMAT, official GRE and official LSAT passages.

You can also search the keyword "1000 series" in the forum to get more information.
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Mayank_1206

can someone help me with the explanation to this proble
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This question is discussed in detail here: https://gmatclub.com/forum/what-is-the- ... 87925.html
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What is the 101st digit that appears after the decimal point in the decimal representation of the sum \(\frac{1}{3} + \frac{1}{9} + \frac{1}{27} + \frac{1}{37}\)?

A. \(0\)
B. \(1\)
C. \(5\)
D. \(7\)
E. \(8\)


If you have a fraction where the denominator is 9, 99, 999, etc., the decimal equivalent will have a repeating pattern in the decimal part. The repeating part is just the numerator of the fraction, with enough leading zeroes added to match the number of 9s in the denominator.

Examples:

• \(\frac{2}{9} = 0.2222...\)

• \(\frac{3}{99} = 0.030303...\)

• \(\frac{45}{999} = 0.045045045...\)

Thus, for any fraction \(\frac{n}{999...}\), the decimal representation will be \(0.nnn...\), with the number \(n\) (padded with leading zeroes if necessary) recurring as many times as there are 9s in the denominator.

Notice that each term in the provided sum can be expressed as a fraction with a certain number of 9s in the denominator:

\(\frac{1}{3} = \frac{3}{9} =0.333...\)

\(\frac{1}{9} = 0.111...\)

\(\frac{1}{27} =\frac{37}{999} =0.037...\)

\(\frac{1}{37} =\frac{27}{999} =0.027...\)

Hence, \(\frac{1}{3} + \frac{1}{9} + \frac{1}{27} + \frac{1}{37}=0.333... + 0.111... + 0.037... + 0.027... = 0.508...\)

Alternatively, since the denominators of each fraction are factors of 999, we can express all fractions with 999 in the denominator:

\(\frac{1}{3} + \frac{1}{9} + \frac{1}{27} + \frac{1}{37}=\)

\(=\frac{333}{999} + \frac{111}{999} + \frac{37}{999} + \frac{27}{999}=\)

\(=\frac{508}{999}=\)

\(=0.508508...\).

In this decimal representation, the repeating part is 508. Therefore, every third digit is 8 (such as the 3rd, 6th, 9th, ... digits). The 102nd digit will be 8, because 102 is a multiple of 3. Hence, the digit preceding it, which is the 101st digit, must be 0.

Answer: A­
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Problem Solving Butler: August 2025
August 6PS 1PS 2

_______________________________
PS 1

Which of the following are solutions to the equation (625x^4−16)=0?

I. −2/5
II. 2/5
III. −4/25

A. I only
B. II only
C. I and II
D. II and III
E. I, II, and III
_______________________________
PS 2

A school is comprised of 400 people both teachers and students. If 10 percent of the people are teachers and 400 new people enter the school in the following year, how many of those people must be teachers in order to decrease the percentage of teachers to 5 percent?

A. 50
B. 35
C. 25
D. 10
E. 0
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Data Sufficiency Butler: August 2025
August 6DS 1DS 2

_________________________________
DS 1

If Ron's age is exactly twice Will's age, what is Ron's age?

(1) Five years ago, Ron's age was exactly 3 times Will's age
(2) Ten years from now, Ron's age will be exactly 1.5 times Will's age
_________________________________
DS 2

A certain salesman earns a flat payment of $12 per sale on sales up to his daily quota of ten sales. If the salesman earns a flat payment of $16 per sale on sales in excess of ten sales, how many sales did the salesman make today?

(1) The salesman earned $48 more for sales made today than for sales made yesterday.
(2) Yesterday the salesman made ten sales.
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Critical Reasoning Butler: August 2025
August 6CR 1CR 2

________________________________
CR 1

A censorship organization that focuses on the protection of children from explicit content is appealing to ban comic books that contain the portrayal of extreme violence. However, comics represent a legitimate channel of communication, used by thousands of illustrators and authors as a platform for their talent and expression. Therefore, banning certain comic books will just lead to the banning of other forms of literature until books become unlawful altogether.

A major flaw in the argument above is that

A. it forms a prediction based upon a suggested cause-and-effect relationship

B. it diminishes the significance of the viewpoint that it opposes

C. it determines the outcome of a certain action that has yet to be performed

D. it completely ignores the reasons lying behind the appeal that it is objecting

E. it claims the inevitability of one event to follow another without sufficient evidence to do so
________________________________
CR 2

A recent university survey asked respondents to report the number of hours per week that they spend outdoors, and to whether they regularly feel symptoms of depression. The group reporting that they spend the most amount of time outdoors was less than half as likely to report feeling symptoms of depression as was the group reporting that they spend the least amount of time outdoors. These results suggest that spending time outdoors is an effective way to prevent feelings of depression.

Which of the following, if true, most calls in to question the conclusion above?

A. The survey only included respondents from the immediate geographic region surrounding the university.

B. The group of respondents who indicated on another question that they spend the most time exercising per week had an even lower depression rate than the group that spent the most time outdoors.

C. The survey did not distinguish between the amount of time spent outdoors in the summer versus the amount of time spent outdoors during the winter.

D. The conclusion overlooks the possibility that people who feel symptoms of depression often stay indoors as a way of coping with those feelings privately.

E. The results of the survey varied based on the age, gender, and education level of the respondents.
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