ShoutBox (Part 1)

@lopagargg --:)
@saniyamakhijani said:
Movie and then exam ke baad ghumne
I'm sure it'll help with the analytical and critical reasoning questions.. most intellectually stimulating.. maybe even with DI. :P
@saniyamakhijani said:
kya hogaya?
PM!
@lopagargg said:

I tend to agree with that post exam bit, actually.. :P

Oh wait! Office
@saniyamakhijani
@bluechameleon18 said:
I'm sure it'll help with the analytical and critical reasoning questions.. most intellectually stimulating.. maybe even with DI.

@hanushanand said:
PM!
😐

@miseera said:
@saniyamakhijani
ki hoya? :roll:
@saniyamakhijani said:
ShoutBox is the new Headbangers Ball :P


@saniyamakhijani said:
ki hoya?
Doft Doft Na Raha
@Estallar12 said:
@Brooklyn - TAG karke chod kyun raha hai ? Kuch likh bhi toh sahi yaar. Galat hai, sahi hai, explain karna hai - What ?
@Estallar12 sahi hai...
@Brooklyn ne tippa tha qs ye...yaar mujhe to tag karna tha na ...jiska doubt tha usi ko tag nahi kiya!
@hanushanand said:
Complex Roots!
complex kyu hoga.
@Ibanez said:
If p,q are the roots of the eqn ax2+bx+c=0 then the equatoin whose roots are p^2, q^2 is given by replacing x with root(x). Solve this ques using this propertY?If a,b are the roots of the eqn 2x^2 -3x+ 2=0,

the eqn whose roots are a^2,b^2.
4x^2 - x + 4 = 0 ..
@YouMadFellow said:
4x^2 - x + 4 = 0 ..
yeah I did that by finding sum and produt of roots too. But I want you to apply that property and then get to this?
@Ibanez said:
If p,q are the roots of the eqn ax2+bx+c=0 then the equatoin whose roots are p^2, q^2 is given by replacing x with root(x). Solve this ques using this propertY?If a,b are the roots of the eqn 2x^2 -3x+ 2=0, form the eqn whose roots are a^2,b^2.
bhai iski roots to imaginary aa rahi hain, d
and new eqn coming i s,
ax+b*sqrt(x)+c
@bluechameleon18 said:
ShoutBox is the new Headbangers Ball
:p
@miseera said:
Doft Doft Na Raha
:nono: voh toh @Estallar12 :mad:
@Ibanez
The title sums it up :P


@YouMadFellow said:
4x^2 - x + 4 = 0 ..
D
@Ibanez said:
yeah I did that by finding sum and produt of roots too. But I want you to apply that property and then get to this?
whi concept se.. 4x^2-x+4=0 aa rha hai.. but inn dono ka D
@saniyamakhijani said:
Retire? JOKE of the millenium
Draco Dormiens Nunquam Titillandus
@Ibanez said:
yeah I did that by finding sum and produt of roots too. But I want you to apply that property and then get to this?
ussi ko apply karo...and square both sides.