Its a request if anyone have the official answer key for XAT 2015
please help..!!!
Should we expect number based DM questions this time in xat? Like the probability of success, payout questions?
Does XAT GK section has negative marking? It is not mentioned on the first page of question booklet. Please confirm...
Need one small help. I gave first 2 IMS mocks in old pattern. Found to be slightly tough with lot of repetitive questions, esp. in DM, from previous yer papers. Haven't given any other IMS mock yet. I know that new pattern mocks 1 and 2 are a must . With just around a week left for XAT, can someone please suggest whether mocks 3,4,5 in old pattern are worth attempting ??
2015 XAT question paper link
Puys after giving 2cl mocks xat 1, xat 2 everything looks on track but quant it's totally out of the track... Can't understand what to do about quant help it out guys :/
#XAT For ImT G, GiM, Tapmi does sectional score matter?
The micromanometer in a certain factory can measure the pressure inside the gas chamber from 1 unit to 999999 units. Lately this instrument has not been working properly. The problem with the instrument is that it always skips the digit 5 and moves directly from 4 to 6. What is the actual pressure inside the gas chamber if the micromanometer displays 0030l6? (3 marks) (1) 2201 (2) 2202 (3) 2600 (4) 2960 (5) None of the above options
- 5
- 3
- 2
- 1
- 4
0 voters
The length of the sides of a triangle are x + 1, 9 - x and 5x - 3. The number of values of x for which the triangle is isosceles is:
a)0 b)1 c)2 d)3
In the country of Twenty, there are exactly twenty cities, and there is exactly one direct road between any two cities. No two direct roads have an overlapping road segment. After the election dates are announced, candidates from their respective cities start visiting the other cities. Following are the rules that the election commission has laid down for the candidates: 1) Each candidate must visit each of the other cities exactly once. 2) Each candidate must use only the direct roads between two cities for going from one city to another. 3) The candidate must return to his own city at the end of the campaign. 4) No direct road between two cities would be used by more than one candidate. The maximum possible number of candidates is (5 marks) (1) 5 (2) 6 (3) 7 (4) 8 (5) 9
3rd January center lucknow. Anyone 🙈
P.S- Not a spam. 🙊
What were XATcutoff scores last year to get a call for BM and HR?
Little Pika who is five and half years old has just learnt addition. However, he does not know how to carry. For example, he can add 14 and 5, but he does not know how to add 14 and 7. How many pairs of consecutive integers between 1000 and 2000 (both 1000 and 2000 included) can Little Pika add? (2 marks) (1) 150 (2) 155 (3) 156 (4) 258 (5) None of the above
Guys which are the best mocks for xat? Plz help
Find all integral solutions of
x^2 + 3y^2 = 13688 ?
The football league of a certain country is played according to the following rules:
-> Each team plays exactly one game against each of the other teams.
-> The winning team of each game is awarded l point and the losing team gets 0 point.
-> If a-match ends in a draw, both the teams get 1/2 point.
After the league was over, the teams were ranked according to the points that they earned at the end of the tournament.
Analysis of the points table revealed the following:
-> Exactly half of the points earned by each team were earned in games against the ten teams which finished at the bottom of the table.
-> Each of the bottom ten teams earned half of their total points against the other nine teams in the bottom ten.
How many teams participated in the league?(3 marks)
- 30
- 19
- 25
- 16
- 18
0 voters
A particle moves around a circle (once) such that its displacement from the initial point in given time t is t(6-t) meters where t is the time in seconds after the start. The time in which it completes one-sixth of the distance is...?
a. 1.18 b. 0.88 c. 1 d. 1.12 e . none of the above
In a soccer tournament n teams play against one a nother exactly once. The win fetches 3 points, draw 1 each and loss 0. After all the matches were played, it was noticed that the top team had unique number of maximum points and unique least number of wins. What can be the minimum possible value of n?
i) 5 ii) 6 iii) 7 iv) 8 v) none of these
Any one who gave the bulls eye xat mocks? How was your experience ?
#TOTAL_7_Marks . Timer laga k try karo. 😝
Mrs. Sharma has a house which she wants to convert to a hostel and rent it out to students of a nearby women's college. The house is a two story building and each floor has eight rooms. When one looks from the outside, three rooms are found facing North, three found facing East, three found facing West and three found facing South. Expecting a certain number of students, Mrs. Sharma wanted to follow certain rules while giving the sixteen rooms on rent:
All sixteen rooms must be occupied.
No room can be occupied by more than three students.
Six rooms facing north is called north wing. Similarly six rooms facing east, west and south are called as east wing, west wing and south wing. Each corner room would be in more than one wing. Each of the wings must have exactly 11 students. The first floor must have twice as many students as the ground floor.
However Mrs. Sharma found that three fewer students have come to rent the rooms. Still. Mrs. Sharma could manage to allocate the rooms according to the rules.
[1] How many students turned up for renting the rooms? (3 marks)
(1) 24
(2) 27
(3) 30
(4) 33
(5) None of these
[2] If Mrs. Sharma allocates the north-west corner room on the ground floor to 2 students, then the number of students in the corresponding room on the first floor, and the number of students in the middle room in the first floor of the east wing are: (2 marks)
(1) 2 and 1 respectively
(2) 3 and 1 respectively
(3) 3 and 2 respectively
(4) Both should have 3 students
(5) Such an arrangement is not possible.
[3] If all the student that Mrs. Sharma expected initially had come to rent the rooms, and if Mrs. Sharma had allocated the north west corner room in the ground floor to 1 student, then the number of students in the corresponding room on the first floor, and the number of students in the middle room in the first of the east wing would have been: (2 marks)
(1) 1 and 2 respectively
(2) 2 and 3 respectively
(3) 3 and 1 respectively
(4) Both should have 2 students.
(5) Such an arrangement is not possible.