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Quote:

C ?
Yes..I would answer the same
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B ?
C. C+D
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Use parity trick
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B ?
C+D
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The 12 Days of Christmas Competition 2025 | $30,000 in Prizes will begin in 2 weeks!

Click "JOIN THE COMPETITION" in THIS POST, and you automatically join the competition!

The competition is a great way to practice with high-quality, challenging GMAT questions and also an opportunity to win valuable prizes. Join and take part.

The GMAT Competition will begin in 2 weeks!

In the meantime, you can warm up by practicing with questions from previous competitions. It’s a great way to get a feel for the level and style of the questions you’ll be tackling.


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x-y-and-z-are-three-positive-numbers-further-x-0-aaaaaa-y-376985.html

Can someone please explain how to solve this
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OneLazyBum
https://gmatclub.com/forum/x-y-and-z-are-three-positive-numbers-further-x-0-aaaaaa-y-376985.html

Can someone please explain how to solve this
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Critical Reasoning Butler: December 2025
December 2CR 1CR 2

__________________________________
CR 1

In 2010, China comprised about 10 percent of the world's gross domestic product (GDP), and its voting share in the World Bank was increased from under 3 percent to 4.4 percent. During the same timeframe, France comprised about 4 percent of the world's GDP and saw its voting share in the World bank drop from 4.3 percent to 3.8 percent.

Which of the following can be logically concluded from the passage above?

(A) World Bank voting shares are allocated based upon each country's share of the world's GDP.

(B) The new ratio of voting share to percentage of world GDP is lower for China than it is for France.

(C) Gross domestic product is the most important factor in determining voting share at the World Bank.

(D) China should be upset that its voting share does not match its proportion of the world's GDP.

(E) France lost some of its voting share to China because China comprised a larger portion of the world's GDP.
__________________________________
CR 2

Two-dimensional bar codes are omni-directional; that is, unlike one-dimensional bar codes, they can be scanned from any direction. Additionally, two-dimensional bar codes are smaller and can store more data than their one-dimensional counterparts. Despite such advantages, two-dimensional bar codes account for a much smaller portion of total bar code usage than one-dimensional bar codes.

Which of the following, if true, most helps to resolve the apparent paradox?

(A) Many smaller stores do not use bar codes at all because of the expense.

(B) For some products, the amount of data necessary to be coded is small enough to fit fully on a one-dimensional bar code.

(C) Two-dimensional bar codes are, on average, less expensive than one-dimensional bar codes.

(D) Two-dimensional bar codes can also be scanned by consumer devices, such as cell phones.

(E) One-dimensional bar codes last longer and are less prone to error than two-dimensional bar codes.
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Data Sufficiency Butler: December 2025
December 2DS 1DS 2

_____________________________________
DS 1

How far is Sacramento from Los Angeles?

(1) A car that obtains 28 miles per gallon drove the distance on exactly one tank of gasoline.
(2) Another car averaged 50 miles per hour and arrived in 8 hours.

_____________________________________
DS 2

A hotel purchased a number of hand towels and a number of bath towels. If the cost of each hand towel was $6.00 and the cost of each bath towel was $11.00, what was the total cost of the hand towels and bath towels purchased by the hotel?

(1) The total cost of the hand towels purchased by the hotel was $84.00.

(2) The total number of hand towels and bath towels purchased by the hotel was 32.
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Problem Solving Butler: December 2025
December 2PS 1PS 2

____________________________________
PS 1

A certain travel agency organizes sightseeing tours. Each client may select the cities she wishes to visit and the order in which she visits them. If each tour must include exactly 4 cities, and if there are exactly 10 cities available, how many different tours are possible?

A. 24
B. 210
C. 420
D. 2,400
E. 5,040
____________________________________
PS 2

When Matthew plays his favorite golf course, his probability of making a par or better on a par-3 hole is .3. If Matthew is playing his favorite golf course, and that course has exactly 4 par-3 holes, what is the probability that Matthew will make par or better on at least one of the par-3 holes?

A. 0.0081
B. 0.2401
C. 0.3000
D. 0.7599
E. 0.9919

Also, check the new PS question from Experts Global: if-a-b-c-d-are-four-integers-greater-than-1-which-of-the-following-452082.html
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Guys I’m getting 645-675 on mocks
Need to push to 700
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