A cask of wine when fully filled holds 10 liters. 2 liters of wine is removed and filled with water. Then 4 liters in the solution is replaced with water. Then 6 and 8 liters respectively. At the end of the 4 th operation , the ratio of wine to water is.
a) 4! / (5)^ 4
b) 4! / (5 ^4 - 4! )
c) 8! / 10 ^4
d) 8! / (10^ 4 - 8! )
e) None of these
Bob is about to hang his eight shirts in the wardrobe. He has 4 different style of shirt, two identical ones of each particular style . How many different arrangements are possible if no two identical shirts are next to one another ?
Suppose that a teacher wishes to distribute 25 identical pencils to Ahmed, Barbara, Casper, and Dieter such that Ahmed and Dieter receive at least one pencil each, Casper receives no more than five pencils, and Barbara receives at least four pencils. In how many ways can such a distribution be made?
Please post scores of IMS MOCK XAT 101
=40
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Please post scores of BULL XAT 04
60
0 voters
BULL XAT-04
Logic and Decision Making- 12
Quant and DI = 10.25
Verbal = 15.75
GK= 8.25
Overall (without Gk)= 38
Overall (with Gk)= 46.25
a) What was the overall and sectional cutoffs last year (XAT 2015 and XAT 2014)?
b) Are GK marks included in cutoff?
A pharmaceutical company has called in a consultant for conflict resolution. The company has traditionally seen conflict between the Research & Development (R&D;) department and the Finance department. R&D; feels that Finance is too stuck on systems and procedures and needs to cut some slack for special circumstances and during emergencies. Finance does not trust R&D.; They feel the department takes things too easy and does not work enough to justify the funds that they continually ask for. This has created a difficult work environment with executives from both departments refusing to cooperate with each other and the managers playing their own political game.
The consultant has put down a list of problems after his preliminary discussion with both departments.
1. Unclear or inadequate administrative procedures
2. Inadequate people resources
3. Uncertain project schedules
4. Conflicting responsibilities
5. Conflicting goals and priorities.
Addressing which three of the problems listed above would resolve the conflict described in the passage?
A. 1, 2 and 3
B. 2, 3 and 5
C. 1, 4 and 5
D. 2, 3 and 5
E. 3, 4 and 5
Vivek Chandra is the Director of a large Indian NGO. Chandra has been heading the NGO for the last two years and has managed to establish himself as a caring and jovial boss. Of late, though there have been disturbing behavioral changes lapses of silence, anger and frustration. Chandra had recently lost a member of his family and
the staff felt that this was his coping mechanism. They assured themselves that soon he would be back to being his old self. However, in the last month his behavior has only worsened. There have been disagreements with the Governing Board followed by angry outbursts. But the most disturbing fact is that a day ago Chandra was found drinking in his office. The Board was immediately informed.
The Governing Board has taken this as a very serious offence and is considering action. Which of thesewould be the best course?
A. Call for a meeting without Chandra and unanimously vote for him to leave.
B. Call an emergency meeting and ask Chandra to take an immediate leave of absence until a further
decision can be taken.
C. Call for a psychologist to counsel Chandra in his office and hope that he recovers immediately.
D. Speak to the staff, gather evidence of Chandra창€™s misdemeanors so it can be presented as a case against
his continuance as Director.
E. Understand Chandra's predicament and tell him that you will support him as long as he does not drink in office anymore.
Testfunda ixat01 scores:
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Medical doctor: Sleep deprivation is the cause of many social ills, ranging from irritability to potentially dangerous instances of impaired decision making. Most people today suffer from sleep deprivation to some degree. Therefore we should restructure the workday to allow people flexibility in scheduling their work hours.
Which one of the following, if true, would most strengthen the medical doctor's argument?
(A) The primary cause of sleep deprivation is overwork.
(B) Employees would get more sleep if they had greater latitude in scheduling their work hours.
(C) Individuals vary widely in the amount of sleep they require.
(D) More people would suffer from sleep deprivation today than did in the past if the average number of hours worked per week had not decreased.
(E) The extent of one's sleep deprivation is proportional to the length of one's workday.
Do we have official answer keys for past year XAT papers? Because answer keys available on the websites of coaching institutes are inconsistent and they varies a lot with others.
: I dont know why all engineers r going for mba Leaving very less seats for comm students which is actually a comm programme P. S. All entrancr xam r biased towards engineers
#OFF_Topic
1)18-Feb code is 1113
2)24-oct code is 77
3)21-dec code is 910
4)13-Aug code is 518.
Find the logic.
Ye code break karo koi toh.!! :-S
##chotu cheat code ##
Polya's theorem (coloring cube):
The formula is (t^6 + 3t^4 + 12t^3 + 8t^2)/24
suppose you want to colour 6 faces of a cube by 2 colours. Put t = 2. Formula is valid up to 4 colors
How many palindrome numbers are there less than 1 million?
1 - Digit palindromes (a) = 9
2 - Digit palindromes (aa) = 9 x 1 = 9
3 - Digit palindromes (aba) = 9 x 10 x 1 = 90
4 - Digit palindromes (abba) = 9 x 10 x 1 x 1 = 90
5 - Digit palindrome (abcba) = 9 x 10 x 10 x 1 x 1 = 900
6 - Digit palindromes (abccba) = 9 x 10 x 10 x 1 x 1 x 1 = 900
So total number of palindromes less than 1 million is = 2(9 + 90 + 900) = 2(999) = 1998.
ax^2+ bx + c + 2 = 0 has roots p and q. ax^2 + bx + c - 2 = 0 has roots r and s. Maximum value of p-q is 2 and r-s is 2. What is the max value of p-r?
Any one who attempts VA- premise/reasoning/fact/inductive inference/deductive inference question. Any help/link, how to solve those quickly and accurately, or shd they better be left?
#nice one##
Sum of two numbers and their LCM is p where p is a prime and p lies between 10 and 30 .
For how many p do we have 3 pairs of such number?
##xat remainder##
Find 24^1202 mod 1446.
##xat numbers ##
When a number N(N > 500) is successively divided by 3,5,7, it leaves a remainder of 2,3,6 respectively. Find the remainder when 2nd such smallest N is divided by 35.
Do we need to courier xat application form?