List of practice Questions

Who was the player of the tournament in the ICC Women's World Cup 2025?
Which of the following is NOT true about octopuses?
Who was the RUNNER-UP in the 2025 Wimbledon Gentlemen's Singles Championship?
India recently achieved a milestone by placing its heaviest payload ever into orbit using the LVM3-M6 rocket. Which of the following is a satellite, launched as a part of this mission?
Which major Indian infrastructure project, featuring the world's highest railway arch bridge over the Chenab River, was fully integrated into the national network in 2025?
Which of the following is the Oxford Word of the Year 2025?
Who is credited for popularizing the telephone greeting "Hello"?
Which of the following GST slabs was abolished, during GST rationalization, in September 2025?
What is the primary objective of "Project Suncatcher" that Google CEO Sundar Pichai announced recently?
India recently launched its first indigenous 64-bit dual-core microprocessor. What is it named?
Who won the 2025 Pulitzer Prize for Fiction for the novel "James", a reimagining of "The Adventures of Huckleberry Finn"?
Which of the following is a comet that flew very close to the Earth in December, 2025?
Which of the following BEST describes a startup that is resilient, built for long-term survival, and is not focused on hyped-up valuation?
Reliability is magnetic because humans are hardwired to avoid risk, so once you prove yourself trustworthy and reliable, you become the default choice for opportunities without ever asking for them.
Which of the following options, IF TRUE, will BEST CONTRADICT the idea of the excerpt?
Read the following sentences carefully.
1. Any viewer of crime dramas might think, though, that there is a better way.
2. What would really speed things up would be a method of sampling an entire habitat at one go.
3. But, these, too must first be detected and collected—and they will identify only the animal that dropped them.
4. Ecologists have thought of this, and it certainly works for things like animal droppings.
5. Just as DNA traces on an unwashed glass can place a suspect as having been in a particular place, so can DNA shed by a creature as it goes about its business.
Which of the following options BEST arranges the above sentences in a logical sequence?
Of the six American winners of science Nobels this year, three were born outside the United States. In this century, the ´ emigr´ e fraction of U.S. Nobels in physics, chemistry, and medicine now stands at 40 percent.
The nation’s long history of scientific feats, exemplified by Nobels, helped build a number of trillion-dollar companies in Silicon Valley as well as the world’s most dynamic economy and its wealth of social benefits, economists say.
Which of the following can be BEST concluded from the above passage?
When it comes to innovation and entrepreneurship, most of us now believe that failure isn’t a bad thing. In fact, it is often a necessary ingredient on the road to success. Because we know that success might come after numerous attempts, many of which might fail but eventually lead up to that elusive success. Yet, when it comes to our individual careers, if there is one thing we still consider taboo, it is the dreaded pay cut. Apay cut is still considered as a mark of personal failure. We instinctively balk from career options, no matter how interesting they might be, the moment we realize that we must accept a salary cut.
Which of the following can be BEST concluded from the passage?
Read the following excerpt carefully.
When we encounter new situations, concepts, or problems, we make ____________ of them by ___________ them onto older experience and structures. Far from being a ___________ mental shortcut, analogy is a process by which humans generalize, adapt, and grow in ___________.
Which of the following options BEST fills up the blanks in the above excerpt?
Read the following sentences carefully.
1. Everybody were late.
2. I will ask you if I need help.
3. Please revert to me at the earliest possible.
4. The report that the committee submitted was well received.
5. She is accustomed to work late.
Which of the following options consists of only grammatically CORRECT sentences?
Read the following sentences carefully.
1. She described about the journey.
2. We are awaiting her reply.
3. She is superior to us.
4. She requested for more time.
5. She is sharing with her friend.
6. She insisted for an apology.
Which of the following options contains only grammatically INCORRECT sentences?
Read the following sentences carefully.
1. The hybrid workplace is failing to live up to expectations in a number of ways.
2. By one estimate, spending an average of three days each week in the office can limit encounters between any two workers by 64% compared with pre-pandemic norms.
3. Many people hanker after the socializing, camaraderie and shared experience, even if getting used to it may take time.
4. For one thing, it is no substitute for the buzz and the chatter of the pre-pandemic office.
5. Even small amount of remote work can have a big impact on the frequency of face-to-face interactions in the office.
Which of the following options BEST arranges the above sentences in a logical sequence?

Read the following cartoon carefully.


Which of the following options BEST explains the underlying message of the cartoon?
There are three rectangular tanks in a building. The length, width and height of the first tank are \( m \) meters each, and the length, width and height of the second tank are \( n \) meters each. However, the length, width and height of the third tank are \( m \) meters, \( n \) meters and 1 meter, respectively. Initially, the first tank is full of water, while the second and the third are empty. When the second and the third tanks are completely filled with water transferred from the first tank, 85,000 liters of water is still left in the first tank.
If both \( m \) and \( n \) are positive integers, what is the value of \( m \)? (1 meter\(^3\) = 1000 liters)
Consider a seven-digit number 735x6y4, divisible by 44, where the two digits \( x \) and \( y \) are unknown.
Consider the following two additional pieces of information:
I. \( x \) and \( y \) are even numbers.
II. \( x \) and \( y \) are equal.
To determine the values of \( x \) and \( y \) UNIQUELY, which of the above pieces of information is/are MINIMALLY SUFFICIENT?
Let \( f : \mathbb{R}^2 \to \mathbb{R} \) be a real-valued function defined as \( f(0, y) = y + 1 \) and \( f(x + 1, y) = f(x, f(x, y)) + x \).
What is the value of \( f(2, 2) \)?