List of top Questions asked in XAT

Read the following statements:
1. Russia supports President Assad of Syria.
2. Saudi Arabia opposes President Assad of Syria.
3. Iran supports President Assad.
4. The United President Assad.
Which of the above statements are true?

Angus Deaton is a famous:

Which of the following is not a conglomerate?

Plasmodium Vivax causes:

Timbuktu is:

RuPay is related to:

Which Sea lies to the west of Yemen and Saudi Arabia?

In the budget Estimates of 2015-2016:

Consider the following statements: 1. Sinai is a part of Egypt.
2. Sinai is in Asia.
3. Sinai is in Africa.
4. Russian plane was downed in Sinai in November 2015.
Which of the above statements are true?

In 2015, which country was ranked number one as “best place to do business in”?

Elon Musk is closely associated with:

Raspberry Pi is a:

Which of the following films is not associated with Christopher Nolan?

A person standing at point $A$ on the ground saw an object at point $B$ on the ground $600$ m away. The object started flying towards him at an angle of $30^\circ$ with the ground. The person saw it the second time at point $C$ when the angle of elevation was $30^\circ$. At $C$, the object changed direction and continued flying upwards. The person saw it the third time when it was directly above him. The object flew at a constant speed of $10$ kmph. Find the angle (with the ground) at which it flew after the second sighting. You may use additional statement(s) if required.

Statement I: After changing direction the object took $3$ more minutes than it had taken before.
Statement II: After changing direction the object travelled an additional $200\sqrt{3}$ metres.
Which of the following is correct?

Pradeep could either walk or drive to office. The time taken to walk to the office is $8$ times the driving time. One day, his wife took the car making him walk to office. After walking $1$ km, he reached a temple when his wife called to say that he can now take the car. Pradeep figures that continuing to walk to the office will take as long as walking back home and then driving to the office. Calculate the distance between the temple and the office.

If $a,b,c$ are three consecutive integers between $-10$ and $+10$ (both inclusive), how many {integer values are possible for} \[ \frac{a^3+b^3+c^3+3abc}{(a+b+c)^2}\,? \]

In the figure, two circular arcs subtend $60^\circ$ and $90^\circ$ at their respective centres. If the length of the bottom arc $Y$ is $10\pi$, find the length of the other arc $X$.

A water tank has $M$ inlet pipes and $N$ outlet pipes. An inlet pipe can fill the tank in $8$ hours while an outlet pipe can empty the full tank in $12$ hours. If all pipes are left open simultaneously, it takes $6$ hours to fill the empty tank. What is the relationship between $M$ and $N$?

Four persons walk from Point A to Point D following different routes. The one following ABCD takes 70 minutes. Another person takes 45 minutes following ABD. The third person takes 30 minutes following ACD. The last person takes 65 minutes following ACBD. If all walk at the same speed, how long will it take to go from point B to point C?

Each day on Planet M is 10 hours, each hour 60 minutes and each minute 40 seconds. The inhabitants use a 10-hour analog clock. If such a clock shows \(\,3\) hours \(42\) minutes \(20\) seconds in a {mirror, what will be the time on Planet M exactly after \(5\) minutes?}

$a, b, c$ are integers, $|a| \ne |b| \ne |c|$ and $-10 \le a,b,c \le 10$. What will be the maximum possible value of $[\,abc - (a+b+c)\,]$?

A square piece of paper is folded three times along its diagonal to get an isosceles triangle whose equal sides are $10$ cm. What is the area of the unfolded original piece of paper?

Akhtar plans to cover a rectangular floor of dimensions $9.5$ m and $11.5$ m using tiles. Two types of square tiles are available: side $1$ m costs \rupee{100, and side $0.5$ m costs \rupee{}30. Tiles can be cut if required. What is the {minimum} cost to cover the entire floor?}

Anita, Biplove, Cheryl, Danish, Emily and Feroze compared their marks among themselves. Anita scored the highest marks, Biplove scored more than Danish, Cheryl scored more than at least two others and Emily had not scored the lowest.
Statement I: Exactly two members scored less than Cheryl.
Statement II: Emily and Feroze scored the same marks.
Which of the following statements would be sufficient to identify the one with the lowest marks?

Rani bought more apples than oranges. She sells apples at Rs.\ 23 apiece and makes 15% profit. She sells oranges at Rs.\ 10 apiece and marks 25% profit. If she gets Rs.\ 653 after selling all the apples and oranges, find her profit percentage.