62
Lokesh Verma
·2009-02-11 03:17:28
(l/k)2+(m/k)2+(n/k)2=1
where k2 is l2+m2+n2
thus, n/k2=1/2
n/k=±1/√2
now you can take it from here....
you should reduce l, m , n as l/k and m/k and n/k respectively.
1
Philip Calvert
·2009-02-11 03:21:19
itna toh maine bhi koshish ki thi par samajh mein hi nahi aaya ki do line kaha hai ??matlab [l m n] toh kisi ek hi line ke ho sakte hai na..
[7][7] toh angle kaise ...
i mean i couldn't understand what question means by two lines.. when [l m n] can belong to only one line in fact i didn;t understabd the quesition at all [2]
1
Philip Calvert
·2009-02-11 04:07:32
can anyone please post the complete soln...
or is if it is too lengthy plz explain the question..
11
Anirudh Narayanan
·2009-02-11 04:14:10
Bhaiya, are there pairs of straight lines in 3D geo as well? [2]
1
skygirl
·2009-02-11 07:22:53
l = -(n+m) --------1
put this one in the second eqn...
u will get .. 2m(m+n)=0 => m/n=0 or m/n= -1.
find l/n from 1.
now, u will get a ratio...
equalise it to some constant say.. k.
u have another eqn : l2+m2+n2=1.
put l,m,n in terms of k in this eqn.
find k..
hence find l,m,n.
u will get two values for each..
thence, find the angle in between : l1l2 + m1m2 +n1n2 = cosθ