List of top Questions asked in XAT

The “New Horizon” was in news in 2015. It refers to:
Angus Deaton is a famous:
Which of the following films is not associated with Christopher Nolan?
Takata Corporation was in the news recently because it:
Plasmodium Vivax causes:
In percentage terms, which Indian state has the highest forest cover?
Perumal Murugan is a(n):
Which of the following is the closest country to Antarctica?
Pilatus PC-7 is a(n):
In 2015, which country was ranked number one as “best place to do business in”?
Which of the following commodity is not rightly matched with its country, if ‘right match’ is considered as one of the top five producers of that commodity?
Which of the following countries has the lowest External Debt?
Elon Musk is closely associated with:
Meghnad Saha was a famous:
RuPay is related to:
Which of the following is not a conglomerate?
Raspberry Pi is a:
The islands that are under dispute of ownership between Japan and China are:
Which of the following city is not related to the automobile industry?
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?
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 the budget Estimates of 2015-2016:
Company ABC starts an educational program in collaboration with Institute XYZ. As per the agreement, ABC and XYZ will share profit in $60:40$ ratio. The initial investment of rupee 100{,}000 on infrastructure is borne entirely by ABC whereas the running cost of \rupee 400 per student is borne by XYZ. If each student pays rupee 2000 for the program, find the minimum number of students required to make the program profitable, assuming ABC wants to recover its investment in the very first year and the program has no seat limits.
If $a,b,c$ are three consecutive integers between $-10$ and $+10$ (both inclusive), how many {integer values are possible for} \[ \frac{a^3+b^3+c^3+3abc}{(a+b+c)^2}\,? \]
$f$ is a function for which $f(1)=1$ and $f(x) = 2x + f(x-1)$ for each natural number $x \geq 2$. Find $f(31)$.