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Hi,
The OA will be automatically revealed on Thursday 26th of March 2026 07:00:50 PM Pacific Time Zone

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Martin owns a pizza shop, and his only monthly expenses are rent and utilities. If his rent is $4,000 per month, was Martin’s profit greater than $1,500 in the month of June?
1) Martin’s profit in June was 1/4 of his revenue.
2) Martin’s utility expense in June was less than 1/3 of his profit.

ans: C

Hey, this question is from TTP practice tests. Can anyone help with this?
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Quote:

*gotitright writes:*
Martin owns a pizza shop, and his only monthly expenses are rent and utilities. If his rent is $4,000 per month, was Martin’s profit greater than $1,500 in the month of June?
1) Martin’s profit in June was 1/4 of his revenue.
2) Martin’s utility expense in June was less than 1/3 of his profit.

ans: C

Hey, this question is from TTP practice tests. Can anyone help with this?
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To determine if Martin’s profit was greater than $1,500 in June, we first need to establish the relationship between his variables.
The Setup:
* Expenses (E): Rent + Utilities. We know Rent = $4,000. So, E = 4,000 + U.
* Profit (P): Revenue (R) - Expenses (E).
* Equation: P = R - (4,000 + U).
* Goal: Is P > 1,500?
Evaluating Statement 1
1) Martin’s profit in June was 1/4 of his revenue.
* This gives us P = 0.25R, which also means R = 4P.
* Substitute this back into the profit equation: P = 4P - (4,000 + U).
* Rearranging gives: 3P = 4,000 + U, or P = (4,000 + U)/3
* We know U (utilities) must be a positive value (at least 0).
* If U = 0, then P = 4,000/3 ~ 1,333.33.
* If U is a large number, P could easily exceed 1,500.
* Since we don't know the value of U, we cannot definitively say if P > 1,500.
* Statement 1 is NOT SUFFICIENT.
Evaluating Statement 2
2) Martin’s utility expense in June was less than 1/3 of his profit.
* This gives us U < P/3.
* Without knowing the Revenue (R), we have no way to anchor the profit value. Martin could have had 10 in revenue or 1,000,000 in revenue.
* Statement 2 is NOT SUFFICIENT.
Combining Statements 1 & 2
From Statement 1, we have the relationship: 3P = 4,000 + U.
From Statement 2, we have the inequality: U < P/3
Let's substitute the upper limit of U into the Statement 1 equation to see the boundary for P:
* * Since U < P/3, then 3P < 4,000 + P/3
* Subtract P/3 from both sides: 8P/3 < 4,000
* Solve for P: P < 12000/8
* P < 1,500.

By combining both statements, we find that P must be less than 1,500.
The Answer is C.
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March 25th Quant Question of the Day



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March 25th Verbal Question of the Day



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Problem Solving Butler: March 2025
March 26PS 1PS 2

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PS 1

In the year 2010, the average age of children in a class of 20 was 12 years. In 2011, 10 more children joined and the average age of the children in the class became 14. What was the average age of these 10 children in the year 2015?

A. 15
B. 16
C. 17
D. 18
E. 20
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The value of a stone is directly proportional to the cube of its weight. If the stone breaks into three small parts with the ratio of weights 1:1:2, what is the approximate percentage drop in the value of the stone?

A. 10%
B. 15%
C. 60%
D. 85%
E. 95%
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Critical Reasoning Butler: March 2025
March 26CR 1CR 2

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Salesman: Four out of five automobile repair and service franchises use only Elaion engine oil. So, if you are looking for high-quality engine oil, Elaion is the one to go for.

Which of the following, if true, undermines the salesman’s argument to the greatest degree?

A. Many engine oil manufacturers increase product sales to automobile repair and service franchises by selling these products to the franchises at the lowest price the manufacturers can afford.
B. Many automobile repair and service franchises that do not usually use Elaion will do so for cars whose engines cannot handle the engine oil they normally use.
C. Some competing brands of engine oil are intended to be used in machinery other than car engines.
D. Unlike some of its competitors, Elaion can be freely purchased without proof of identification.
E. In product trials, Elaion has been found to be more effective than its competitors that have been on the market longer than it has.
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The oldest surviving example of written narrative fiction, the Akkadian poem The Epic of Gilgamesh, dates from the seventh century BCE, but the fact that the text of the poem sometimes refers to King Gilgamesh as “Bilgamesh” suggests that the Akkadians heard the story of Gilgamesh at least five centuries before this poem was written. After all, the Akkadians adopted the legend of Gilgamesh from the Babylonians, and presumably, along with the basic story, they adopted the then-current Babylonian spelling of his name. Further, even though Babylonian writing was originally inconsistent regarding the spelling of the legendary king’s name, by the seventh century BCE, the Babylonians consistently spelled it as Gilgamesh and had been doing so for five hundred years.

In the argument given, the two portions in boldface play which of the following roles?

(A) The first and the second each describe evidence that has been used to challenge the position that the argument seeks to establish.
(B) The first is evidence that forms the basis for an objection to the position that the argument seeks to establish; the second is that position.
(C) The first is evidence that forms the basis for an objection to the position that the argument seeks to establish; the second is a consideration that is introduced to counter the strength of that evidence.
(D) The first provides evidence in support of the position that the argument seeks to establish; the second is that position.
(E) The first and the second each provide evidence in support of the position that the argument seeks to establish.
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Data Sufficiency Butler: March 2025
March 26DS 1DS 2

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DS 1

At a company wellness fair, 41 employees signed up for at least one of the following: yoga classes, nutrition sessions, and meditation sessions. A total of 18 employees signed up for nutrition sessions, and 14 signed up for meditation sessions. How many employees signed up for all three?

(1) 9 employees signed up for both nutrition sessions and meditation sessions, of whom 2 also signed up for yoga classes.

(2) 27 employees signed up for yoga classes.

______________________
DS 2

At a community center, Nora and five other volunteers packed snack bags for an event. If altogether they packed 43 snack bags, and no two volunteers packed the same number of snack bags, did Nora pack more than 6 snack bags?

(1) Each volunteer packed at least 4 snack bags, and the greatest number of snack bags packed by a volunteer was greater than 12.
(2) Nora packed fewer snack bags than the median number of snack bags packed by the six volunteers.
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Problem Solving Butler: March 2025
March 27PS 1PS 2

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PS 1

13 students in a class had a median score of 10 and an average score of 15. If all scores were in integers and Mike scored higher than all other students in the quiz, what can be the lowest possible score of Mike?

A. More than 23
B. 23
C. 22
D. 21
E. 20

___________________________
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The list A consists of 10 consecutive even integers. If 19 is the median of the set, what is the sum of all integers in the set?

A. 175
B. 180
C. 185
D. 190
E. 195
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Critical Reasoning Butler: March 2025
March 27CR 1CR 2

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CR 1

Dolcenia Enterprises, an electronic devices company, has relied on an “auto-pilot strategy” of automated onboarding and computerized troubleshooting to eliminate the category of customer care officers serving corporate customers. The company now intends to employ the same concept in serving retail customers acquired in physical stores.

The plan of Dolcenia Enterprises assumes that

A) other electronic devices companies will not also be addressing customer troubleshooting in the same manner
B) computerized troubleshooting cannot be done without the use of automated onboarding
C) the same type of auto-pilot strategy will be used in Dolcenia Enterprises for helping both retail customers and corporate customers
D) personal service by customer care personnel is not necessary for addressing retail customer queries successfully
E) customer care officers are the only employees of Dolcenia Enterprises who could be assigned tasks related to onboarding

_________________________
CR 2

A newly built spider silk “bio-factory” in Michigan is a closely controlled artificial biome that is used for harvesting silk fibers from the golden orb web spider and produces on 1 acre of floor space what it takes 50 acres of fields to produce. However, expenses, particularly for the water needed to maintain the spiders’ biome, are high, and the silk fiber produced costs about three times as much as Connecticut bombyx mori (common silkworm) silk fibers, the silk fibers commonly sold throughout the United States.

Which of the following, if true, best supports a projection that the spider-silk facility in Michigan will be profitable?

A. Unlike bombyx mori (common silkworm) silk fibers, the silk fibers harvested from spiders are gathered without harming the insects and thus will sell at exceptionally high prices to customers concerned with animal cruelty.
B. It is virtually impossible to reduce the cost of Connecticut bombyx mori (common silkworm) silk fibers any further.
C. Once the facility operators gain experience, it will be possible to cut operating expenses by about 20 percent.
D. Since silk fibers ship relatively well, the market for the spider silk fibers is no more limited to Michigan than the market for Connecticut bombyx mori (common silkworm) silk fibers is to Connecticut.
E. A second spider silk facility is being built in Greenland, taking advantage of cheap water supplies and high demand for cold-resistant fabrics.
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Data Sufficiency Butler: March 2025
March 27DS 1DS 2

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DS 1

In a bakery display case, a chocolate tart and a lemon tart were arranged in a single row with the other desserts. Including those two tarts, are there more than 12 desserts in the row?

(1) Counting from the left end of the row, the chocolate tart is the 7th dessert, and counting from the right end of the row, the lemon tart is the 5th dessert.
(2) Exactly 1 dessert is between the chocolate tart and the lemon tart.

______________________
DS 2

A school bookstore sold only two kinds of planners during orientation week: a basic planner for 8 euros and a deluxe planner for 11 euros. How many planners did the bookstore sell in total?

(1) The average (arithmetic mean) selling price per planner was 9 euros.

(2) The number of basic planners sold was twice the number of deluxe planners sold.
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🔴 *Starts Soon - GMAT Ninja Fridays!*

In today's episode, we tackle Science Passages (Why Your Science Anxiety is Unnecesary). We are going to rewire how you approach dense scientific texts.
- How to stop freaking out over specific scientific language (the GMAT always carefully defines it for you!).
- Why you need to stop trying to "boil the ocean" and memorize every microscopic detail.
- How to read for the author's structural purpose instead of getting lost in the weeds.

👉 *See you there* https://www.youtube.com/watch?v=RA7hH7rGSMk
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