@iimnehajain The quant wasn't VERY difficult, right? Not worse than say, some of the tougher procs? *fingers crossed*
@YouMadFellow said:Nahi samjhoge tum jaise GOD log.. Mock kharab hua hai !..
Btw kaunsa toh batao. :D
@YouMadFellow said:Nahi samjhoge tum jaise GOD log.. Mock kharab hua hai !..
cool sirjee.. mere bhi aajkal kharaab hi ho rhe hai.. VA waapis 30-40 level pe aa gya hai.. 100 se upar score hi nhi jaa rha.. chill maro.. keval VA padho CAT tak.. apka to waise bhi late hai.. Bas naiyya cross ho jaegi! 
lagta hai kozhikode ke baare me sochna chaloo karna padega ab mujhe :/
lagta hai kozhikode ke baare me sochna chaloo karna padega ab mujhe :/@ashishpai2001 said:68. How many pair of equations, x^2 + bx + c = 0 and x^2 + px + q = 0 exists such that the roots of the first equation is p and q and the roots of second equation is a and b and none of the roots being equal to 0?1. None 2. One 3. Two 4. Three 5. More than three
dono eqution ko convert karke kewal ek varible 'p' ke form mein leke aya
x^2 + x + p(p + 1) = 0
x^2 + px + (p + 1) = 0
dono ke Determinant ko greater than zero kiya
finally getting this ----> -2 - 2_/2
Agar itneger values leni hui to p---> -4, -3, -2, -1
But -1 pe root zero ho raha hai...so neglect that
So three pairs...Option 4 (Answer kya hai??)
Zara zara kaanto se lagne laga dil mera... Me pareshaan pareshaan!
@ashishpai2001 said:Zara zara kaanto se lagne laga dil mera... Me pareshaan pareshaan!
Ee to humra haal hai :/ ashishpai
@YouMadFellow said:@hanushanand Abe tu IIM K ke baare me sochega.. to "I will have to think beyond the IIMs then"
And I'll have to think beyond CAT then :banghead:
Chalo Ciao.
@MI8888 said:dono eqution ko convert karke kewal ek varible 'p' ke form mein leke ayax^2 + x + p(p + 1) = 0x^2 + px + (p + 1) = 0dono ke Determinant ko greater than zero kiyafinally getting this ----> -2 - 2_/2Agar itneger values leni hui to p---> -4, -3, -2, -1But -1 pe root zero ho raha hai...so neglect thatSo three pairs...Option 4 (Answer kya hai??)There is only one pair possible :)
Directions for questions 66 & 67: A set of eight positive whole numbers are such that summing seven of them in eight different ways produces only seven distinct results which are: 222, 224, 227, 228, 230, 232 and 233.
66. Which of the above result appears twice in the eight summings?
1. 222 2. 224 3. 228 4. 230 5. 232
67. What is the sum of the numbers?
1. 242 2. 250 3. 260 4. 272 5. 288
@YouMadFellow said:@RoadKill unproc 17 ! .. Couldn't capitalize .. !
Anu and Prem started running simultaneously from diametrically opposite points on a circular track. They ran in opposite directions and met after 12 minutes for the first time. If the distance between them exactly 't' minutes after they start is equal to a quarter of the length of the track, which of the following is not a possible value of 't'?
2) 78
3) 90
4) 144
Easy question, it is! but I want some crazy method to solve this, not that conventional wala.. Dimaag ki batti jalao!!
1/2 minute Question atmost!@Estallar12 said:Humaare bhi Mock KHARAAB hi hotey hain aajkal.
Mock Modesty is my area of specialisation.......Ispe kabza mat karo aap
@hanushanand said:1) 42 2) 78 3) 90 4) 144Easy question, it is! but I want some crazy method to solve this, not that conventional wala.. Dimaag ki batti jalao!! 1/2 minute Question atmost!Anu and Prem started running simultaneously from diametrically opposite points on a circular track. They ran in opposite directions and met after 12 minutes for the first time. If the distance between them exactly 't' minutes after they start is equal to a quarter of the length of the track, which of the following is not a possible value of 't'?
Option 12k +/- 6 form waala hi possible hoga. So, 144 not possible seedha. :D
@YouMadFellow said:@hanushanand Abe tu IIM K ke baare me sochega.. to "I will have to think beyond the IIMs then"
Agar aap hi 'Beyond the IIMs' think kar rahe ho toh humara kya hoga..... 
@ashishpai2001 said:Directions for questions 66 & 67: A set of eight positive whole numbers are such that summing seven of them in eight different ways produces only seven distinct results which are: 222, 224, 227, 228, 230, 232 and 233.66. Which of the above result appears twice in the eight summings?1. 222 2. 224 3. 228 4. 230 5. 23267. What is the sum of the numbers?1. 242 2. 250 3. 260 4. 272 5. 288
224 and 260
@hanushanand said:Easy question, it is! but I want some crazy method to solve this, not that conventional wala.. Dimaag ki batti jalao!! 1/2 minute Question atmost!
Or else a multiple of 12 is not possible... ?
@YouMadFellow said:Is it :Mary - Taru - ShootingSushil - Currie - BadmintonSonia - Nehra - WrestlingVijay - Chauhan - Boxing ?
MNS and STW hoga. Thoda sa mistake kar diye aap shayad. Rest __/\__