Grammar-based questions and cloze tests, Para-completion and jumbled… Test for XAT: 95 Questions with Solutions & Analysis

Attempt the Grammar-based questions and cloze tests, Para-completion and jumbled… test for XAT: 95 exam-level questions, detailed solutions and performance analysis. First questions free.

Paper breakdown

95 questions · 95 marks · 123.34 minutes. Quantitative Aptitude and Data Interpretation (QA & DI): 28 · Verbal Ability and Logical Reasoning (VALR): 26 · Decision Making (DM): 21 · General Knowledge (GK): 20

Free sample questions from Grammar-based questions and cloze tests, Para-completion and jumbled…

Question 1 · Quantitative Aptitude and Data Interpretation (QA & DI) · 2024 MCQ

In a school, the number of students in each class, from Class I to X, in that order, are in an arithmetic progression. The total number of students from Class I to V is twice the total number of students from Class VI to X.
If the total number of students from Class I to IV is 462, how many students are there in Class VI?

A.
93
B.
88
C.
83
D.
77
E.
None of the remaining options is correct.

Correct Answer:

Step-by-Step Solution

Key idea: This is an AP block-sum question, recognisable because class sizes form an arithmetic progression and the statement compares sums of two consecutive blocks of classes.

Step 1: Define the AP.

Let Class I have $a$ students and let the common difference be $d$ .

Then the number of students in Class $n$ is:

$T_{n} = a + (n - 1) d$ .

The sum of the first $n$ classes is:

$S_{n} = \frac{n}{2} [2 a + (n - 1) d]$ .

Step 2: Translate the block condition.

Classes I to V give $S_{5}$ .

Classes VI to X give $S_{10} - S_{5}$ .

The question says:

$S_{5} = 2 (S_{10} - S_{5})$ .

Therefore:

$3 S_{5} = 2 S_{10}$ .

Step 3: Substitute the AP sum formula.

$S_{5} = \frac{5}{2} [2 a + 4 d] = 5 (a + 2 d)$ .

$S_{10} = \frac{10}{2} [2 a + 9 d] = 5 (2 a + 9 d)$ .

So:

$3 \times 5 (a + 2 d) = 2 \times 5 (2 a + 9 d)$ .

Divide by 5:

$3 (a + 2 d) = 2 (2 a + 9 d)$ .

Expand:

$3 a + 6 d = 4 a + 18 d$ .

Rearrange:

$a = - 12 d$ .

Step 4: Use the second given sum.

Classes I to IV total 462:

$S_{4} = \frac{4}{2} [2 a + 3 d] = 2 (2 a + 3 d) = 462$ .

So:

$2 a + 3 d = 231$ .

Step 5: Solve for $a$ and $d$ .

Substitute $a = - 12 d$ :

$2 (- 12 d) + 3 d = 231$ .

$- 24 d + 3 d = 231$ .

$- 21 d = 231$ .

$d = - 11$ .

Then:

$a = - 12 (- 11) = 132$ .

Step 6: Find Class VI.

Class VI is the 6th term:

$T_{6} = a + 5 d = 132 + 5 (- 11) = 132 - 55 = 77$ .

Common trap: finding Class V instead of Class VI. Class V is $T_{5} = a + 4 d = 88$ , which is option B, but the question asks for Class VI.

Answer: D.

Question 2 · Quantitative Aptitude and Data Interpretation (QA & DI) · 2023 MCQ

Given $A = ∣ x + 3∣ + ∣ x - 2∣ - ∣2 x - 8∣$ . The maximum value of $∣ A ∣$ is:

A.
111
B.
9
C.
6
D.
3
E.
$\infty$

Correct Answer:

Step-by-Step Solution

Key idea: This is a modulus function optimization problem, recognizable by the presence of multiple absolute value expressions. The method involves identifying critical points where the expressions inside the modulus change sign, and then analyzing the function in each resulting interval.

Step 1: Identify critical points.

The expressions inside the modulus are $x + 3$ , $x - 2$ , and $2 x - 8$ .

They equal zero at $x = - 3$ , $x = 2$ , and $x = 4$ .

These points divide the real line into four intervals: $x \leq - 3$ , $- 3 < x \leq 2$ , $2 < x \leq 4$ , and $x > 4$ .

Step 2: Analyze $A (x)$ in each interval.

Interval 1: $x \leq - 3$

$A = - (x + 3) - (x - 2) - (- (2 x - 8)) = - x - 3 - x + 2 + 2 x - 8 = - 9$ .

Here, $∣ A ∣ = 9$ .

Interval 2: $- 3 < x \leq 2$

$A = (x + 3) - (x - 2) - (- (2 x - 8)) = x + 3 - x + 2 + 2 x - 8 = 2 x - 3$ .

Since $- 3 < x \leq 2$ , the range of $2 x - 3$ is $(- 9, 1]$ .

The maximum value of $∣ A ∣$ in this interval approaches 9 (as $x \to - 3$ ).

Interval 3: $2 < x \leq 4$

$A = (x + 3) + (x - 2) - (- (2 x - 8)) = x + 3 + x - 2 + 2 x - 8 = 4 x - 7$ .

Since $2 < x \leq 4$ , the range of $4 x - 7$ is $(1, 9]$ .

The maximum value of $∣ A ∣$ here is 9 (at $x = 4$ ).

Interval 4: $x > 4$

$A = (x + 3) + (x - 2) - (2 x - 8) = x + 3 + x - 2 - 2 x + 8 = 9$ .

Here, $∣ A ∣ = 9$ .

Step 3: Determine the overall maximum.

Across all intervals, the maximum value of $∣ A ∣$ is 9.

Answer: B

Question 3 · Quantitative Aptitude and Data Interpretation (QA & DI) · 2022 MCQ

Fatima found that the pro t earned by the Bala dosa stall today is a three-digit number. She also noticed that the middle digit is half of the leftmost digit, while the rightmost digit is three times the middle digit. She then randomly interchanged the digits and obtained a different number. This number was more than the original number by 198.

What was the middle digit of the pro t amount?

A.
1
B.
2
C.
6
D.
This cannot be solved with only the given information
E.
8

Correct Answer:

Step-by-Step Solution

Key idea: This is a relational digit puzzle with an interchange condition, recognisable because the clues connect the digits of a three-digit number and then compare the original number with a rearrangement of its digits.

Step 1: Define the digits using place value.

Let the original three-digit profit amount be:

$N = 100 x + 10 y + z$ ,

where $x$ is the leftmost digit, $y$ is the middle digit, and $z$ is the rightmost digit.

Since it is a three-digit number, $x \neq = 0$ .

Step 2: Translate the digit relationships.

The middle digit is half of the leftmost digit:

$y = \frac{x}{2}$ , so $x = 2 y$ .

The rightmost digit is three times the middle digit:

$z = 3 y$ .

Step 3: Find possible values of $y$ .

Since $z$ is a digit, $z \leq 9$ :

$3 y \leq 9 ⟹ y \leq 3$ .

Since $x$ is a nonzero digit and $x = 2 y$ , we need $y \geq 1$ .

Therefore:

$y \in {1, 2, 3}$ .

Step 4: Generate the possible original numbers.

If $y = 1$ , then $x = 2$ and $z = 3$ , giving $N = 213$ .

If $y = 2$ , then $x = 4$ and $z = 6$ , giving $N = 426$ .

If $y = 3$ , then $x = 6$ and $z = 9$ , giving $N = 639$ .

Step 5: Use the interchange condition.

The new number is formed by interchanging the digits and is different from the original.

It is greater than the original by 198:

$N^{'} = N + 198$ .

Check each candidate:

For $N = 213$ :

$N + 198 = 411$ .

The digits of 411 are not the same as the digits of 213, so this is invalid.

For $N = 426$ :

$N + 198 = 624$ .

The digits of 624 are 6, 2, 4, which are exactly the digits of 426 rearranged. So this is valid.

For $N = 639$ :

$N + 198 = 837$ .

The digits of 837 are not the same as the digits of 639, so this is invalid.

Step 6: Identify the middle digit.

The only valid original number is 426.

Its middle digit is 2.

Answer: B.

Question 4 · Verbal Ability and Logical Reasoning (VALR) · 2022 MCQ

Which of the following sentences are grammatically CORRECT?

Have you any clothes to dispose of?
I saw a pleasant dream last night.
I have done it many a times safely.
Students struggle to cope up with academic pressure.
You need not give negative feedback to your employees.
My friend is good at playing football.

A.
4,5,6
B.
1,5,6
C.
2,3,4
D.
3,4,5
E.
1,2,3

Correct Answer:

Step-by-Step Solution

Key idea: This is a grammar-based error spotting question. We must evaluate each sentence for grammatical correctness, focusing on standard English usage rules regarding prepositions, collocations, and auxiliary verbs.

Step 1: Analyze Sentence 1: "Have you any clothes to dispose of?"

Structure: "Dispose of" is the correct phrasal verb meaning to get rid of.
Grammar: "Have you..." is an older but grammatically correct form of asking possession (equivalent to "Do you have..."). In formal or British English contexts often tested in XAT, this is acceptable.
Verdict: Correct.

Step 2: Analyze Sentence 2: "I saw a pleasant dream last night."

Collocation: We do not "see" a dream. The standard collocation is "to have a dream" or "to dream a dream".
Error: Wrong verb choice.
Verdict: Incorrect.

Step 3: Analyze Sentence 3: "I have done it many a times safely."

Idiom: The phrase is "many a time" (singular) or "many times" (plural). "Many a times" mixes the singular idiomatic structure "many a [singular noun]" with a plural noun. It should be either "many a time" or "many times".
Error: Grammatical mismatch in idiom.
Verdict: Incorrect.

Step 4: Analyze Sentence 4: "Students struggle to cope up with academic pressure."

Phrasal Verb: The correct phrasal verb is "cope with". "Cope up with" is a common Indian English error but is grammatically incorrect in standard English. There is no "up" in "cope with".
Error: Extra preposition.
Verdict: Incorrect.

Step 5: Analyze Sentence 5: "You need not give negative feedback to your employees."

Grammar: "Need not" is a semi-modal auxiliary verb followed by the bare infinitive ("give"). This is grammatically perfect.
Verdict: Correct.

Step 6: Analyze Sentence 6: "My friend is good at playing football."

Preposition: The adjective "good" takes the preposition "at" when referring to skills/activities. "Good at playing" is correct.
Verdict: Correct.

Conclusion: Sentences 1, 5, and 6 are correct.

Answer: Option B (1, 5, 6)

Question 5 · Verbal Ability and Logical Reasoning (VALR) · 2023 MCQ

Fill up the blanks with appropriate words.
Oil painting did to appearance what capital did to social____________. It reduced everything to the __________of objects. Everything became__________because everything became a commodity. All reality was mechanically__________ by its materiality

A.
Construction, minuteness, commercial, evaluated
B.
Relations, equality, exchangeable, measured
C.
Setup, understanding, useless, identi ed
D.
Reality, randomness, saleable, located
E.
Justice, level, expensive, understood

Correct Answer:

Step-by-Step Solution

Key idea: This is a Cloze Test question requiring contextual logic and vocabulary precision. The passage draws an analogy between oil painting/capitalism and social relations/commodification.

Step 1: Analyze Blank 1: "Oil painting did to appearance what capital did to social____________."

Context: The sentence compares the effect of oil painting on appearance to the effect of capital on something social.
Analogy: Capitalism transforms social interactions. The most fundamental aspect of society transformed by capital is "social relations" (a Marxist/sociological concept often referenced in such texts).
Options: "Construction", "Relations", "Setup", "Reality", "Justice".
Fit: "Social relations" is a standard sociological term. "Social reality" is possible but less precise in the context of capital's structural impact. Let's keep looking.

Step 2: Analyze Blank 2: "It reduced everything to the __________of objects."

Context: Capitalism/Oil painting reduces complex things to a single metric related to objects.
Logic: In a capitalist framework, objects are defined by their exchange value. They become equal in the sense that they can all be bought/sold.
Options: "minuteness", "equality", "understanding", "randomness", "level".
Fit: "Equality" fits the philosophical argument that capital makes all things comparable (equal) as commodities. "Minuteness" doesn't fit the grand scale. "Randomness" contradicts the systematic nature of capital.

Step 3: Analyze Blank 3: "Everything became__________because everything became a commodity."

Context: If something is a commodity, what is its primary characteristic?
Logic: Commodities are exchanged. Therefore, things become "exchangeable".
Options: "commercial", "exchangeable", "useless", "saleable", "expensive".
Fit: "Exchangeable" is the precise economic term for commodities. "Saleable" is close but "exchangeable" captures the mutual comparability implied by "equality" in Blank 2. "Commercial" is an adjective, but we need a state of being. "Exchangeable" fits best.

Step 4: Analyze Blank 4: "All reality was mechanically__________ by its materiality."

Context: How does capitalism/oil painting treat reality? It quantifies it.
Logic: If things are equal and exchangeable, they are "measured" against each other.
Options: "evaluated", "measured", "identified", "located", "understood".
Fit: "Measured" aligns with the mechanical, quantitative nature of capital. "Evaluated" is subjective; "measured" is objective/mechanical.

Step 5: Verify Option B: "Relations, equality, exchangeable, measured"

"Social relations": Strong fit.
"Equality of objects": Fits the commodification logic (all things are equal as values).
"Exchangeable": Direct consequence of being a commodity.
"Measured": Fits the mechanical/materialist view.

Conclusion: Option B provides the most coherent logical and thematic flow.

Answer: Option B

Question 6 · Verbal Ability and Logical Reasoning (VALR) · 2025 MCQ

Read the following statements and answer the question that follows.

A. Whatever that might be on Europa—far from the Sun, and beneath kilometers of ice —it will not be sunlight.

B. The final ingredient for a habitable world is a source of energy for life to exploit.

C. On Earth almost every living thing ultimately depends on photosynthesis for its energy, including the rich ecosystems in the ocean depths, discovered in the 1980s and which helped the idea of life on Europa gain a foothold.

D. Their inhabitants do not benefit from sunlight directly, but their metabolisms are powered by chemicals created in the photosynthesizing, oxygen-rich surface oceans far above.

E. That is a bit of a problem.

Which of the following sequences is the MOST logically ordered?

A.
D, E, C, B, A
B.
C, E, B, A, D
C.
A, B, E, D, C
D.
B, A, E, C, D
E.
E, D, B, C, A

Correct Answer:

Step-by-Step Solution

Key idea: This is a scientific argument sequencing question, recognizable by the need to establish a general principle, apply it to a specific case, identify a problem, and then use an Earth-based analogy to explain the resolution.

Step 1: Identify the opening sentence. Sentence B introduces the broad, foundational principle: "The final ingredient for a habitable world is a source of energy for life to exploit."

Step 2: Sentence A applies this principle to the specific subject, Europa: "Whatever that [source of energy] might be on Europa... it will not be sunlight." The pronoun "that" refers directly to "a source of energy" in B.

Step 3: Sentence E reacts to the limitation established in A: "That is a bit of a problem." ("That" refers to the lack of sunlight).

Step 4: Sentence C introduces an Earth-based comparison to explain how life might survive without direct sunlight: "On Earth almost every living thing ultimately depends on photosynthesis... including the rich ecosystems in the ocean depths..."

Step 5: Sentence D elaborates on these specific Earth ecosystems: "Their inhabitants do not benefit from sunlight directly..." The pronoun "Their" refers to "the rich ecosystems in the ocean depths" in C.

Sequence: B -> A -> E -> C -> D.

Answer: D

Question 7 · Decision Making (DM) · 2025 MCQ

Common Description:

Humane Dynamix is a leadership training organization based in Mumbai. Established in 2015, the organization is gradually becoming a leader in behavioral training. In the organization, trainers are assigned to training projects based on their expertise. Corporates seek behavioral training services on a regular basis, from Humane Dynamix, for upskilling their executives. Humane Dynamix is headed by the Chief Executive Officer(CEO), to whom the Training Assignment Officer(TAO) reports. The TAO position rotates among the senior trainers for a fixed tenure; the CEO assigns this position to a senior trainer.

Companies, desirous of hiring Humane Dynamix, share their training needs with the organization. The TAO assigns a trainer to the client. Typically, the satisfied client requests for a particular trainer that the client is satisfied, giving repeat business to Humane Dynamix from the same client company. However, the TAO takes the final call. Years of training experience plays a big role in client satisfaction, and hence, senior trainers conduct most training programs while the newly recruited trainers apprentice with them. However, the senior trainers have the autonomy to decide on who they want to accept as an apprentice.

Further, during a training program, the senior trainer takes most of the sessions, if not all, while the apprentice helps the senior trainers to organize their sessions, and occasionally take a few sessions. As the apprentices gain experience, they start getting their own independent projects, but that typically takes quite some time.

Dheeraj, a senior trainer, takes over as the TAO. As soon as he assumes the office, the CEO shares a concern with him: “We have a lot of young trainers who we have recently recruited. Since they are not known to the outside world, they do not get enough opportunities. Many of them are impatient to prove their mettle. Unless they are assigned more programs, we risk losing them rapidly.”

Dheeraj knows that his senior colleagues are very good at training, and, hence, they conduct most of the training programs. They keep the clients satisfied and, consequently, bring repeat business. However, as asked by the CEO, Dheeraj needs to do something to enable the young trainers get more opportunities and increase their training engagements.

Which of the following options should Dheeraj execute to BEST enable the young trainers to get more training opportunities, without affecting their relationships with the client companies?

A.
Dheeraj should explore for those clients who would be comfortable working with the young trainers.
B.
Dheeraj should request the repeat clients to switch to the services of the young trainers who bring a lot of energy to their sessions.
C.
Dheeraj should mandate that the senior trainers must allow the young trainers to take at least thirty percent of their training sessions.
D.
Dheeraj should assign some of the repeat projects from the satisfied clients with particular senior trainers to the young trainers.
E.
Dheeraj should request the CEO to urge the senior colleagues in giving up some of their existing clients in the interest of others’ careers.

Correct Answer:

Step-by-Step Solution

Key idea: This is a "resource allocation with dual constraints" question, recognizable because the manager must satisfy two conflicting goals: giving inexperienced staff opportunities while maintaining high client satisfaction.

Step 1: Identify the constraints. Young trainers need exposure, but clients expect the proven expertise of senior trainers.

Step 2: Evaluate the methods. We need a structured transition, not a sudden handover.

Step 3: Analyze the options. Option C (mandating 30% session coverage) creates a balanced, sustainable model. The senior trainer remains the primary accountable party (preserving client trust), while the junior gets guaranteed, supervised hands-on experience. Option A is unreliable. Option B and D risk client dissatisfaction by removing the senior trainer. Option E causes internal resentment.

Answer: C

Question 8 · Decision Making (DM) · 2025 MCQ

Common Description:

TrueColor, an event management company in eastern India, had been in a business of inviting Tollywood singers to a city called Tivanna, and made money out of selling tickets of their concerts. The stars were paid a fixed fee regardless of the number of tickets sold. The company had a specialized team that negotiated the singers’ fee with their managers. However, for selling the tickets of such events, they were reliant on an external media agency called Zedius. Zedius had a long-standing relationship with TrueColor, and had been instrumental in achieving a target of 50,000 tickets for each of the flagship events.

Mr. Sukanta Rao joined TrueColor as an inhouse sales and marketing manager, a position exclusively created for him. The CEO, Mr. Adil Banerjee, had assigned a task of increasing the sales of tickets to 100,000. In Sukanta’s earlier stint, he had seen that similar cities sell more than 75,000 tickets for such events. He felt that, over time, reaching 100,000 was plausible for TrueColor.

Sukanta felt that the aspirational target can be achieved only if Zedius is replaced. However, he is not sure if he should make any major changes in his first year.

Which of the following reasons will BEST help Sukanta NOT to start making major changes immediately?

A.
Zedius has managed TrueColor’s marketing for the last five years.
B.
The owners of Zedius are respected citizens of Tivanna.
C.
Sukanta needs more time to learn about the dynamics of the eastern market.
D.
TrueColor recruited Sukanta specifically to increase ticket sales by whatever means necessary.
E.
For around a decade, ticket sales have consistently hovered at 50,000.

Correct Answer:

Step-by-Step Solution

Key idea: This is a "new manager transition" decision-making question, recognizable because a newly hired manager is considering a major strategic shift (replacing a vendor) in their first year.

Step 1: Identify the core conflict. Sukanta wants to increase sales from 50,000 to 100,000 and believes replacing Zedius is necessary. However, he is new to the eastern market.

Step 2: Evaluate the risk of immediate action. Making major changes without understanding local market dynamics, customer behavior, and the incumbent vendor's actual performance is highly risky.

Step 3: Analyze the options. Option C directly addresses Sukanta's knowledge gap. Learning the market dynamics is a prerequisite for any successful vendor replacement. Options A and B are irrelevant to business efficacy. Options D and E would actually encourage immediate change, contradicting the prompt's goal of finding a reason NOT to change.

Answer: C

Question 9 · Decision Making (DM) · 2025 MCQ

Common Description:

KindCare hospital, located in the small industrial town of Chinar, is one of the largest hospitals within 50-kilometers radius. It is well-regarded among the locals for emergency services.

However, for critical surgeries, they prefer to travel to the nearest city Shamili, which is 100 kilometers away.

When KindCare was established 50 years ago, the town was still in its early stages of development.

Consequently, the hospital needed to incorporate several facilities within its premises, including a 24-hour cafeteria, to accommodate needs of the patients and their relatives who would come from nearby places.

Another facility that KindCare built and takes pride in is its state-of-the-art testing lab. It is the most sought-after testing lab in Chinar even today when many independent labs have come up around KindCare. Moreover, many other facilities have also come up in the surrounding area of the hospital such as pharmacies, food joints, hotels etc. Further, a standalone pharmacy chain has gained a strong foothold in Chinar as they expand their reach into Tier-3 cities.

When it comes to KindCare, a significant proportion of its patients are outpatients with a substantial number seeking emergency services. As the sole 600-bed hospital in the region, KindCare plays a crucial role in medical services, and receives generous funding from two major corporations operating locally, further enabling KindCare to cater to the growing medical needs of the community.

During the COVID-19 pandemic, KindCare made significant investment in enhancing internet connectivity, enabling many doctors, and the majority of administrative staff, to seamlessly work remotely. This investment also allowed KindCare to bring in doctors from other cities through remote care.

Further, COVID-19 was a wakeup call for KindCare to enhance their infrastructure. Though KindCare made significant improvements, they kept the major renovations on hold due to the constant flow of patients.

KindCare believes that if the held renovations are not taken up on an urgent basis now, the operations at the hospital will get obstructed.

KindCare needs to maintain a large inventory of medicines and other auxiliary supplies in their storage unit.

The storage unit ensures adequate and timely supply to Intensive Care Unit and the emergency services, and always runs to capacity. The renovation team suggests that the storage unit be shut down for seven days for urgent renovation. However, the hospital building being old, in the past, renovation work had stretched beyond estimated time.

Which of the following actions BEST ensures KindCare operates efficiently during the renovation of the storage unit?

A.
Renovate the storage unit part by part while halving the capacity of the emergency services until the renovation completes.
B.
Shut down the hospital until further notice, except for the emergency ward, which can run on outside supplies.
C.
Shut down the cafeteria until further notice and relocate the storage unit.
D.
Rent a large space, about one hour away from the hospital, for seven days.
E.
Start building a new storage facility, as their capacity is already stretched.

Correct Answer:

Step-by-Step Solution

Key idea: This is a "resource reallocation during constrained renovation" question, recognizable by the need to maintain critical inventory supply while a primary storage unit is shut down.

Step 1: Identify the critical constraint. The storage unit supplies the ICU and emergency services and always runs to capacity. It must be shut down for 7 days, but past renovations have stretched beyond estimates.

Step 2: Evaluate the goal. Ensure KindCare operates efficiently during the renovation without disrupting critical medical services.

Step 3: Analyze the options.

Halving emergency capacity (Option 1) directly compromises patient safety and the hospital's core reputation.
Shutting down the hospital except emergency (Option 2) is highly disruptive to outpatients and relies on outside supplies, which is risky.
Renting a space an hour away (Option 4) introduces dangerous logistical delays for critical, time-sensitive medical supplies.
Building a new facility (Option 5) is a long-term solution that does not address the immediate 7-day (or more) crisis.
Shutting down the cafeteria and relocating the storage unit there (Option 3) is highly effective. The cafeteria is non-essential for medical care, and alternatives (food joints) exist nearby. Relocating the storage unit keeps critical supplies on-site and immediately accessible.

Conclusion: Repurposing the cafeteria space is the least disruptive, most practical on-site solution.

Answer: C

Question 10 · General Knowledge (GK) · 2026 MCQ

Which of the following BEST describes a startup that is resilient, built for a long-term survival, and is not focused on hyped-up valuation?

A.
Pegasus
B.
Unicorn
C.
Tortoise
D.
Leech
E.
Cockroach

Correct Answer:

Step-by-Step Solution

Key idea: This is a business terminology question testing knowledge of startup classification metaphors.

Step 1: Analyze the key descriptors in the question: "resilient", "built for long-term survival", and "not focused on hyped-up valuation".

Step 2: Evaluate the options based on standard startup ecosystem terminology.

Step 3: A "Unicorn" is a startup valued at over $1 billion, often prioritizing rapid growth over immediate profitability. A "Cockroach" startup, in contrast, is a term coined to describe companies that are highly resilient, focus on unit economics, profitability, and sustainable long-term survival rather than chasing hyped valuations.

Answer: E

Question 11 · General Knowledge (GK) MCQ

Arrange the following Indian classical musicians in chronological order based on the year they were awarded the Bharat Ratna (India's highest civilian honor):

M.S. Subbulakshmi
Ravi Shankar
Bismillah Khan
Zakir Hussain

Note: Zakir Hussain received the Bharat Ratna in 2024.

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

Correct Answer:

Step-by-Step Solution

Key idea: This is an order_ranking question testing knowledge of when legendary Indian musicians received the Bharat Ratna award. This requires precise factual recall with chronological reasoning.

Step 1: Identify when M.S. Subbulakshmi received the Bharat Ratna. She was awarded in 1998, becoming the first musician to receive this honor.

Step 2: Identify when Bismillah Khan received the Bharat Ratna. He was awarded in 2001.

Step 3: Identify when Ravi Shankar received the Bharat Ratna. He was awarded in 1999.

Step 4: Note that Zakir Hussain received the Bharat Ratna in 2024 (as stated in the question).

Step 5: Arrange in chronological order:

1998: M.S. Subbulakshmi (1)
1999: Ravi Shankar (2)
2001: Bismillah Khan (3)
2024: Zakir Hussain (4)

Correct sequence: 1, 2, 3, 4

Wait, let me re-verify the dates. M.S. Subbulakshmi: 1998, Ravi Shankar: 1999, Bismillah Khan: 2001.

So the order is: 1 (1998), 2 (1999), 3 (2001), 4 (2024)

This gives us: 1, 2, 3, 4 which is Option C.

Correction: Let me verify once more with standard sources.

M.S. Subbulakshmi: 1998 (first musician)
Ravi Shankar: 1999
Bismillah Khan: 2001
Zakir Hussain: 2024

Chronological order: 1, 2, 3, 4

Answer: C

Question 12 · General Knowledge (GK) MCQ

Consider the following statements regarding the history of the Ballon d'Or award in football:

The award was originally known as the "European Footballer of the Year" and was restricted to European players until 1995.
Lionel Messi holds the record for the most Ballon d'Or awards won by a single player.
The women's Ballon d'Or was first awarded in 2015, with Marta as the inaugural winner.
Lev Yashin remains the only goalkeeper to have ever won the award.

How many of the above statements are correct?

A.
1
B.
2
C.
3
D.
4
E.
0

Correct Answer:

Step-by-Step Solution

Key idea: This is a count_how_many question testing precise historical knowledge of the Ballon d'Or, football's most prestigious individual award. Each statement must be evaluated independently.

Step 1: Evaluate Statement 1. The award was indeed originally called the "European Footballer of the Year" and was restricted to European players until the rules changed in 1995 (when George Weah became the first non-European winner). (Correct)

Step 2: Evaluate Statement 2. Lionel Messi holds the record for the most Ballon d'Or awards, having won it 8 times. (Correct)

Step 3: Evaluate Statement 3. The women's Ballon d'Or was first awarded in 2018, not 2015, and the inaugural winner was Ada Hegerberg, not Marta. (Incorrect)

Step 4: Evaluate Statement 4. Lev Yashin of the Soviet Union won the award in 1963 and remains the only goalkeeper in history to have won it. (Correct)

Step 5: Count the correct statements. Statements 1, 2, and 4 are correct.

Total correct statements: 3.

Answer: C

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