The ICFAI Business School Aptitude Test (IBSAT) is a national-level entrance exam conducted by the ICFAI Foundation for Higher Education for admission into MBA, PGPM, and PhD programs at IBS campuses across India. The IBSAT Model Paper - 2 Sample Paper 3 with Solutions offers a comprehensive practice set covering all major sections—Verbal Ability, Quantitative Aptitude, Data Interpretation, and Reading Comprehension—to help candidates strengthen their preparation.
IBSAT Model Paper - 2 Sample Paper 3 Question Paper with Answer Key PDF
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IBSAT Model Paper - 2 Sample Paper 3 Question Paper with Solutions
DISASTER
SUMMIT
IMPERIOUS
QUIESCENT
MELEE
PROHIBIT
PACIFY
VITIATE
TRITE
TACITURN
Gloves : Hand :: Scarf :
Artist : Paint :: Sculptor :
Song : Cycle :: Sonnet :
Lumber : Bear :: Waddle :
Watch : Wrist :: Girdle :
Science is the knowledge by which we can ______ nature and use it for our ______.
The culture of a person, society or nation is ______ on how the citizens ______ children, women and aged people.
If a nation is unable to come to ______ on interpreting its own past, it will be unable to ______ its national interests.
Globalization ______ both prosperity and ______.
A ______ approach in considering options and working on them even before a job loss stares us in the face can help us get ______.
A little / of good habits / make our / life happy. No error
View Solution
Step 1: Identify the subject–verb agreement issue.
The phrase “make our life happy” is incorrect because “make” should be in the singular form, “makes,” to agree with the singular subject “a little.”
Step 2: Correction.
Correct sentence: “A little of good habits makes our life happy.”
Step 3: Conclusion.
The error lies in part (C).
Quick Tip: When using “a little,” the verb should be singular. For plural subjects, use “a few.”
He planned / to not go / on a vacation / this year. No error
View Solution
Step 1: Identify the incorrect word order.
The correct phrase should use the infinitive form “not to go” rather than “to not go.” The adverb "not" should be placed after the infinitive "to" rather than between "to" and the verb.
Step 2: Correction.
Correct sentence: “He planned not to go on a vacation this year.”
Step 3: Conclusion.
The error lies in part (B) due to the incorrect word order for the infinitive verb form.
Quick Tip: For infinitives, the adverb “not” should follow the verb “to” (e.g., “not to go”).
Language cannot be static; it must constant evolve to keep up with changing times and remain relevant. No error
View Solution
Step 1: Identify the error in usage.
The phrase “must constant evolve” is incorrect. The correct form should be “must constantly evolve.” “Constant” is an adjective, and the adverb “constantly” should be used to modify the verb “evolve.”
Step 2: Correction.
Correct sentence: “Language cannot be static; it must constantly evolve to keep up with changing times and remain relevant.”
Step 3: Conclusion.
The error lies in part (B).
Quick Tip: When modifying a verb, always use an adverb, such as “constantly” instead of an adjective like “constant.”
If he would have taken rest, as advised by the doctor, he might not have had a second heart attack. No error
View Solution
Step 1: Identify the incorrect conditional structure.
The error lies in the use of the “would have” structure. In a conditional sentence that discusses an unreal past situation, we should use the past perfect, not the conditional perfect. The correct form would be “If he had taken rest.”
Step 2: Correction.
Correct sentence: “If he had taken rest, as advised by the doctor, he might not have had a second heart attack.”
Step 3: Conclusion.
The error lies in part (A) due to the incorrect use of the conditional “would have” instead of the past perfect “had.”
Quick Tip: Use “had” for unreal past conditions in the third conditional, not “would have.”
Minton is an outstanding boxer, with tremendous confidence at his own ability. No error
View Solution
Step 1: Identify the prepositional error.
The preposition “at” is incorrect when referring to ability. The correct preposition should be “in” or “with,” as “in his ability” or “with his ability” are both appropriate.
Step 2: Correction.
Correct sentence: “Minton is an outstanding boxer, with tremendous confidence in his own ability.”
Step 3: Conclusion.
The error lies in part (D) due to the incorrect preposition.
Quick Tip: Use the preposition “in” when referring to skill or ability (e.g., “confidence in his ability”).
All the members of the club was assembled to celebrate the fiftieth anniversary of the club.
A well-behaved boy is always obedient for his parents.
In many corporations, employees are replace by automated equipments so that to save money.
Tropical forests play a key role as the world’s carbon and wildlife reservoirs.
In view of the energy shortage, solar and wind energy will have to be systematically tapped.
Technology and design that would encourage
P: Conservation and smart living in order to alleviate rather
Q: Than aggravate problems associated with urban growth
R: The process of expansion must incorporate clean
Norms follows in a long series of steps to ensure transparency
P: Laws and practices in terms of their consistency with human rights
Q: And accountability of multi-national corporations
S: The United Nations initiative to evaluate national corporate
Developed countries, including European economies and to a lesser extent
P: Nevertheless, managed to maintain robust rates of economic growth
Q: Developing countries have been affected as well, but they have
R: Japan, have been hit by the crisis in the US
Telescope arrays in the Northern and Southern hemispheres
P: In Leh for an international collaboration that is
Q: India plans to offer an astronomical site at Hanle
R: Exploring the possibility of setting up two large gamma-ray
Harsh and draconian laws will not only violate the right to liberty granted by Article 21 of the Constitution
P: And other law enforcing agencies, which will have much more opportunity
Q: To extort money from the citizens, apart from impeding scientific and economic growth
R: But also lead to great evils such as an increase in corruption in the police
The unauthorized use or reproduction of another’s work.
A union or association formed for mutual benefit.
An action that is bad or unacceptable, but not very serious.
An animal or plant that lives in or on another animal or plant.
The practice or art of choosing, cooking and eating good food.
Discipline is on the wane in schools and colleges these days.
The robbery was committed in the wee hours of the day.
She was sure to steal a march upon her rivals.
The carrot and stick policy pays dividends in every organization.
The class could not keep a straight face on hearing the strange pronunciation of the new teacher.
From the following select the appropriate word to replace number 46 in the above passage.
From the following select the appropriate word to replace number 47 in the above passage.
From the following, select the appropriate word to replace number 48 in the above passage.
From the following, select the appropriate word to replace number 49 in the above passage.
From the following, select the appropriate word to replace number 50 in the above passage.
What can be inferred from the opening lines of the passage?
Pick out the true statement with regard to the policy.
According to the passage, what is the consequence of rural-urban migration?
What is the far-reaching impact of the policy?
Choose the statement which is not true.
Which of the following has the danger of lapsing into tokenism?
Choose the word that is opposite in meaning to 'lofty' as used in the passage.
The basic block in the effective implementation of the policy is
What distinction does the author make between stress and anxiety?
What is the positive effect of anxiety according to Mooney?
Anxiety disorder can best be described as
People with anxiety disorder avoid
How do the people with social anxiety disorder behave?
Re-living a frightening event over and over again is known as
What are the different approaches available for treating anxiety disorder?
What is the technical name given to the new treatment by Forsyth?
Why does the author refer to Thomas Hardy's poem?
What did the scientists at JCVI do?
What was the outcome of their research?
The DNA pieces of the synthetic genome were stitched together by using
What is the author’s gut feeling?
Which of the following words aptly substitutes ‘flummox’ as used in the passage?
According to the passage, which of the following statements is not true?
A recently initiated technology, which is ethically acceptable, is
According to the author’s opinion, what would be the result of cloning a human being?
By using the phrase technological trajectory traversed by man, the writer means:
Why does the writer compare Noah’s Ark and the biotechnological revolution to the technological trajectory traversed by man?
The phrase ‘dreams are multi-hued today’ implies
The purpose of metal propellers is to
Which of the following statements is not true according to the passage?
Sugar worth ₹15 per kg and ₹16 per kg is mixed with a third variety of some other cost in the ratio 1 : 2. If the mixture is of worth ₹20 per kg, what would be the cost of the third variety of sugar per kg?
Simplify the expression:
\[ \sqrt{\frac{1 - \sin \theta}{1 + \sin \theta}} + \sqrt{\frac{1 + \sin \theta}{1 - \sin \theta}} \div \frac{\sqrt{1 + \cos \theta}}{\sqrt{1 - \cos \theta}} - \frac{\sqrt{1 - \cos \theta}}{\sqrt{1 + \cos \theta}} \]
Shyam has a square piece of paper of length 15 m. He put four circles on the edges of the square such that the edges of the square are centres of the circles and they touch each other at the midpoint of their respective sides. What is the area of the square which is not covered by the four circles (approx.)?
The ratio between the speed of a boat and a stream is 3 : 1 respectively. If the boat covers 24 km in 3 hours downstream, what is the speed of the stream?
A certain sum placed at compound interest triples itself in 5 years. In how many years will it amount to nine times at the same rate of interest?
Krishna has certain number of coins numbered with a series of consecutive natural numbers starting with 1. He found that the sum of squares of all the numbers on the coins is 1753 times the sum of numbers on coins. How many coins does he have?
The ratio between two numbers is 6 : 5. If 30% of the first number is 12, what would be 60% of the second number?
In the given figure, if ∠CAT = 65° and ∠CAD = 45°, what is the value of ∠ACD? (Figure not to scale)
Two numbers are in the ratio 8 : 11 and their LCM is 2816. What would be the difference between the two numbers?
If \( x \) is a positive integer satisfying \( 64 \leq x \leq 121 \) and \( y = \frac{x^2 + 4\sqrt{x}(x + 16) + 256}{x + 8\sqrt{x} + 16} \), then which of the following is satisfied by \( y \)?
What is the value of \[ \sqrt{42 + \sqrt{42 + \sqrt{42 + \sqrt{42 + \sqrt{42 + \ldots \infty}}}}} \; ? \]
An electronic company conducts a survey of 1500 houses for their products. The survey suggested that 862 houses own TV, 783 houses have AC, and 736 houses have washing machine. There were 95 houses having only TV, 136 houses having only AC, and 88 houses having only washing machine. There were 398 houses having all the three equipments. How many houses have only TV and washing machine but not AC?
Anu collected certain number of coins of denominations ₹1, ₹2, and ₹5. She has certain number of ₹2 coins, 4 times as many ₹1 coins as ₹5 coins and 15 more ₹2 coins than ₹1 coins. If the total value is ₹490, how many ₹2 coins are there?
Given quadratic equation is \( x^2 - |x| - 30 = 0 \). Then which of the following statements is/are incorrect?
P, Q and E start a joint venture, where they make an annual profit. P invested one-third of the capital for one-fourth of the time, Q invested one-fourth of the capital for one-half of the time and R invested the remainder of the capital for the entire year. P is a working partner and gets a salary of ₹10,000 per month. The profit after paying P’s salary is directly proportional to the sum each one has put and also to the square of the number of months for which each has put their sum in the venture. If in a year P earns ₹60,000 more than Q, then how much does P earn?
Given \( A = x + y^2 + z^3 \). If \( x \) increases by 6300%, \( y \) increases by 700%, and \( z \) increases by 300%, then what is the percentage increase in the value of \( A \)?
The charge for sending a telegram is constant for the first 10 or less words and an amount proportional to the number of words exceeding 10. If the charge for sending a 15-word telegram is ₹3.00 and that for a 20-word telegram is ₹4.25, how much would it cost to send a 35-word telegram?
There are eight persons – P, Q, R, S, T, U, V, and W standing in a row and four distinct articles A, B, C, and D are to be given to four people. No four neighboring persons receive an article. How many ways can this distribution be done?
Gopi constructed a right-angled triangle. By modifying the dimensions of the first triangle, he drew another triangle. The modifications are — the largest side is increased by 5 cm, the smallest side is doubled, and the third side is increased by 50%. If the triangle formed with these new dimensions has equal angles, then what is the perimeter of the new triangle?
The boat will sink when the weight on it increases beyond 350 kg. There is a hole through which water leaks in at the rate of 0.4 kg/s. The weight of the boat is 1200 kg, and the weight of the boatman is 48 kg. The boatman throws out water at the rate of 0.04 kg/s. There are four passengers whose weights are 42.5 kg, 53.5 kg, 43.5 kg, and 54.5 kg. How long will the boat float?
A committee is to be formed from amongst 9 boys and 6 girls. In how many ways can the boys and girls divide themselves into groups of three so that no group has more than 2 girls and no group has all boys?
The populations of two cities X and Y are equal. The population of city X increases in two successive years by 15% and 20% respectively, and that of city Y increases successively by 10% and 30% respectively. If the difference in the population of two cities after 2 years is 55,980, then what was the total population of the two cities initially?
A box contains 4 blue, 2 green and 3 red balls and another box contains 4 red, 3 green, and 5 blue balls. A ball is picked up at random from one of the boxes. What is the probability that the ball is blue?
A started a business with a capital of ₹24,000. B joined him after a month with a capital of ₹22,000 and C joined A and B with a capital of ₹20,000 and new partners joined in this manner so on till L joined in the last month with a capital of ₹2,000. What is the total profit if D got ₹72,000 more than L?
What is the sum of the factors of 27000?
A number when divided by 7 leaves a remainder \( x \). When divided by 19 it leaves a remainder \( 2x \). Also, when divided by 39 it leaves a remainder \( 3x \). If \( x = 3 \), then what is the least possible value of such number?
What is the simplified value of \[ \frac{1.08 \times 1.08 \times 1.08 \times 1.08 - 0.92 \times 0.92 \times 0.92 \times 0.92}{1.08^2 + 0.92^2 + 2 \times 1.08 \times 0.92} \]
correct to two decimal places?
A trader buys 240 watches for ₹50,400 and he marks each of them at ₹320. He gives a discount of 15% on each watch and gives 1 watch free on a purchase of 5 watches. What is his minimum possible overall percentage of profit?
The ratio of selling prices of four articles is 3 : 5 : 6 : 8 and their profits are 20%, 25%, 20% and 25% respectively. What is the overall percentage of profit on selling the four articles?
A chart consists of numbers from 1 to 360. What is the sum of all the numbers remained on the chart after removing all the multiples of 2, multiples of 3 and multiples of 5?
Two trains are travelling on two adjacent tracks. What would be their respective speeds?
Statement 1: The relative speed when the trains are travelling in the same direction is 30 kmph.
Statement 2: The relative speed when the trains are travelling in the opposite direction is 90 kmph.
A set contains six odd numbers. What is its median?
Statement 1: Sum of 6 odd numbers is 300 and they are consecutive.
Statement 2: The mean of six numbers is 20.
A \( A \in \mathbb{Z} \). Is \( A \) divisible by 45?
Statement 1: The number is divisible by 15.
Statement 2: The number is divisible by 315.
A family has four members W, X, Y, and Z. How is Y related to X?
Statement 1: Z is the sister of X and daughter of Y.
Statement 2: W is the father of Y and Y is the mother of Z, who is the brother of X.
A person wants to purchase 1,000 pieces of article A and 800 pieces of article B. There is an offer price on these two articles that for every purchase of 4 pieces of article B, 1 piece of article A is given free. What percentage of amount should he spend on article A to fulfill his requirement?
Statement 1: Ratio of price of article A to article B is 3 : 5.
Statement 2: Price of article A is one fourth of the price of article B.
a, b and c are three positive integers. What is the value of \( a^2 + b^2 + c^2 \)?
Statement 1: \( a^2 + b^2 = 17 \) and \( c \) is the arithmetic mean of \( a \) and \( b \).
Statement 2: The geometric mean of \( a \) and \( b \) is 2.
A right circular cone (PQR) is cut into two parts, cone (C) and frustum (F) by a plane parallel to base. What is the ratio of volume of C to the volume of F?
Statement 1: PQR is twice the radius of C.
Statement 2: PQR is been cut off at the middle of its height.
In the figure below, what is the area of the smaller circle?
Statement 1: The two larger circles have same radii of 8 cm each and O’O” is 12 cm.
Statement 2: The centres O, O’ and O” of the three circles are collinear.
What is the unit’s digit of the number \( (8pqr)^{64} \), where p, q, and r are the hundredth, tenth and units digits of the number?
Statement 1: The product of p and q is 12.
Statement 2: The product of q and r is 24 and r is greater than 4.
Ritu, Deep, Lakshya, Krish, Suja, Adi and Anu are seven friends and belong to the same family. Ritu has a son and a daughter. Krish and Deep are males. Suja and Lakshya are females. What is the relationship between Suja and Adi?
Statement 1: Ritu has a grandson and a granddaughter and Anu is Krish’s niece.
Statement 2: Suja is Lakshya’s sister-in-law and Deep has two children, Adi and Anu.
A ship was moving towards the lighthouse on the shore with uniform speed. A man standing on the lighthouse observes the ship. Eight minutes later, he finds that the angle of depression was 45°. In how much time does the ship reach the lighthouse?
Statement 1: Initially, the man standing on the lighthouse observes the ship at an angle of depression of 30°.
Statement 2: The speed of the ship was 6 km/h and the height of the lighthouse is 300 m.
P, Q, R, S, T and U are to be arranged in a circular table. Q does not sit opposite T. S and R are together. What is the sequence of their seating in clockwise direction?
Statement 1: R sits to the left of P.
Statement 2: T does not want to sit near U.
Seven friends A, B, C, D, E, F and G go for a movie. Out of these, AD, FC, and BG are couples of which A, F and B are males. The couples sit with husbands and wives in the left to right order. Who sat at the two corners?
Statement 1: E sits at the centre with D sitting 2 places to the left of E.
Statement 2: B does not sit at the corner and nor does G.
If the length of a rectangle is increased by 5 cm and the breadth is decreased by 5 cm, area of the rectangle remained same. What are the dimensions of the given rectangle?
Statement 1: If the length is decreased by 12 cm and the breadth increased by 8 cm, even then the area is unaltered.
Statement 2: Breadth of the rectangle is 4 less than twice its length.
Teams A, B, C, D and E play a certain number of matches in a tournament. Three points are awarded for a win, 1 point for a tie and 0 for a loss. At the end of the tournament, team B acquired 12 points, team C acquired 6 points, team D acquired 3 points and team E zero points. How many points does A win?
Statement 1: The points won by A is 9 more than the points won by B in his victories.
Statement 2: The total number of matches played by B is 5.
If in 2007, each tin was exported at the same cost as that of in 2006, what would be the value (in ₹ crores) of total exports in 2007?
What is the average number of tins exported over the given period?
What is the ratio of total tins exported (in lakhs) to the value of tins exported over the given period?
The rate of increase in quantity exported from year 2006 to 2007 is equal to the rate of decrease in the quantity exported from year 2007 to 2008. What would be the approximate quantity of tins (in lakhs) exported in the year 2008?
If there is a constant rate of increase in the value of export from 2006, what would be the value of export (in ₹ crores) in the year 2008?
If the salary of Balu is ₹15,000, what would be the expenditure on Investments and Food?
If both Balu and Paul get equal income, what is the ratio of their expenditures on Food and Clothing?
If both Balu and Paul get equal income, what would be the difference of their expenditures on all except Investments?
If Paul’s income was ₹13,500, what would be his average expenditure on Investments, Rent and Travelling?
What is the sum of angles subtended by expenditures of Paul on Travel, Rent and Medical?
The total number of collaborations approved from 1997 – 2004 with USA firms are 493. What percent of the total collaborations does this constitute?
In 2004, the number of collaborations approved from UK, Germany and Japan exceeded that from USA by (approx.)
What is the ratio of the highest to the lowest number of collaborations approved in the period 1997-2004?
In 2005, if the number of collaborations approved with USA increased by 50%, and if Japan has to maintain its share at its level as in 2004, then by what approximate percent should the number of collaborations be increased, if all other states maintain the same number of collaborations as in 2004?
If in the year 2005, the total number of collaborations approved was 980, and if the same proportions were maintained as in the year 2004, then the approximate number of multinational collaborations from UK alone would be
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