Messages posted by coolviraj92

Let there be atleast one complex number z such that

mod (z-mi) = m+5

mod (m-4) < 3

Then find the possible real values of 'm'

Let there be a complex no z with argument theta (0 to pi/2)

mod (z-3i) = 3

Then the value of cot (theta) - (6/z) is ????

Let R = (h,k)
RPQ - PQP = 2
tan 2 = (tanRPQ - tanRQP)/(1-tanRPQtanRQP)
The tan terms are the slopes of the lines RP and RQ
tan2 = (k/(h-a) + k/(h+a))/(1 - k²/(h²-a²))
Simplify to get
h² - k² + 2hk + cot 2 - a²=0.
Replace h by x and k by y to get the answer

integrate : tan2x / [sqrt(cos^6 x + sin^6 x)]

integrate :tan2x / [sqrt(cos^6 x + sin^6 x)]

a circle cuts the circle x^2+y^=4,x^2+y^2-6x-8y+10=0 and x^2+y^2+2x-4y-2=0 at the ends of a diameter. Prove that the co-ordinates of its centre are (2,3)It is a question of Co-ordinate geometry of Three Dimensions from M.L Khanna . It is @ the end of the chapter hence no solution is given....answer it qickly.....thanks !

all those who dare to venture beyond irodov this is for u....the greatest physics bk that i have seen in all my life..a fabulous bk that really tests u to the core....each ques is a gem and besides it has the solutions to each problem as well.

can anyone plzz answer !

we need the time when the bird travelling perperdicular to the line would realize that the points r collinear

reply plzzz........

gaurav...i guess ur answer aint rite....

d answer is 0.535 sec...

can any1 give me d solution with steps ...

A fly is set at a point P(4m, -1m ,5m) and sees two points P1 (-1m , 2m , 0m) and P2 (1m , 1m , 4m).At time t=0 it starts flying in the plane of the three points with a constant speed of 5m/s in the direction perpendicular to the straight line P1P2,till it sees P1 and P2 are collinear at time T.Find T

question edited..

components of a vector along a line y=mx+c ????

Prove that

why is COOH an acid and not a base.Why doesnt OH- ion separate instead of H+???

Find d distance from the eye at which a coin must b placed so as to just hide d full moon.

inverse trignometry

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