Messages posted by sriraghav

How to find largest among 2^24 and 3^12...or exactly between a^b and c^d(esp if b and d are very large) and if their value is too close

no sorry its wrong.....pls giv detailedf answers!!!!

PnC: A Horticulturaist arranges fruits in the order 1apple(a),2mango(m),3orange(o),4custardapple(c),5a,6m,7o,8c......and so on. What is the 1000th fruit?

tnx gues....and 2nd one..

nope ...it is 2b-sq.rt(3)asome one post the solution pls...the qn seems simple..but iam not getting the way out..

no ....it is an expression interms of vector a and vector b

no one?

IMPORTANT

1. An arc AC of a circle subtends a right angle at the centre O. The point B divides the arc in the ratio 1:2 . If and OB =b then find OC

in terms of a and b.

2. Let X,Y and Z be unit vectors such that X+Y+Z = a, Xx(YxZ)=b,
(X x Y) x Z =c.
a.X= 3/2 , a.Y=7/2 and |a|=2. Find X , Y, and Z in terms of a, b and c.

1. A bag contains "W" white and 3 black balls. Balls are drawn one by one without
replacement till all the black balls are drawn. What is the probability that this
procedure for drawing the balls will come to an end at the r ^th draw

2. '2n' players S₁, S₂.........S_2n play in a tournament. They are divided into n pairs at random. From each pair a winner is decided onthe
basis of a game played between the two players of the pair. Assume that all the
players are of equal strength
(a) find the probability that the player S₁ is among the eight winner
(b) find the probability that exactly one of the two players S₁ and S₂ is among the 'n' winner.
(c) It is found that S₄ is among the 'n' winners and S₁ is not among this 'n' winners. Find the probability that S₁ and S₄were
in the same pair.

yes it is cayley hamilton theorem...not in jee syllabus...but is is not that easy(bit long sometimes)......nothing wrong in this method :)

so will RTPF compensate the need?

no one

More comments pls..n thanks keshav

u mean jee papers are more calculation oriented than BT papers?

BT home based simulator test series.

Please comment about the level of BT - home based simulator test series for iit jee10

I also have last yr's- BT simulator test and RTPF...

Which is as good as iitjee level...

anyone pls

help pls.....as i dont appear for aiee...

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