Home
Class 12
MATHS
The component forms of vectors u and v a...

The component forms of vectors u and v are given by `u = u = (:5,3:) and v = (:2,-7:)`. Given that `2u + (-3v) + w = 0`, what is the component form of w?

Promotional Banner

Similar Questions

Explore conceptually related problems

u : v = 4 : 7 and v : w = 9 : 7. If u = 72, then what is the value of w ?

The complex numbers u, v and w are related by (1)/(u) = (1)/(v) + (1)/(w) . If v = 3 -4i and w = 4 + 3i , find u in rectangular form.

Let u,v and w be vectors such that u + v + w = 0. If |u| = 3, |v| = 4 and |w| = 5, then uv.vw.wu is equal to