Find distance of the point (-2,3,-4) from the line (x+2)/3=(2y+3)/4=(3z+4)/5, measured parallel to the plane 4x+12y-3z+1=0
3 rotten apples are are mixed with 7 fresh appl, find the probability distribution of number of rotten apples 3 apples are drawn at random (without replacement) . also find the mean of distribution....
(1+x2+y2+x2y2) 1/2 + xy dy/dx =0 how to solve dis diffrential equation!?! ..please ans asap!! :)
if a x b=c x d and a x c= b x d show that (a-d) is parallel to (b-c) wher a isnot =d and b isnot=c
If straight line x cos(alpha) + y sin(alpha) = p touches the curve x2/a2 + y2/b2 = 1 , then prove that a2 cos2(alpha) + b2 sin2(alpha) = p2.
find the image of the point ( 1,6,3) inthe line x/1 = y-1/2 = z-2/3. Also write the equation of the line joining the given point and its image and find the length of the segment joining the given point and its image.
formula for sin-1X + sin-1Y , sin-1X -sin-1Y
cos-1X + cos-1Y
cos-1X - cos-1Y
Find the particular solution of dy/dx=1+x2 + y2 +x2y2 given that y=1 and x=0
Integrate wrt x- (sin^6x + cos^6x )/sin^2x cos^2x
Integrate: x2/x4+x2+1 dx
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