Question: a vector H = cos (wt + k*r) in the direction of (6x+4y+ 3z). Given an arbitrary point in k (say (4,5,6)) and r

a vector H = cos (wt + k*r) in the direction of

a vector H = cos (wt + k*r) in the direction of (6x+4y+ 3z). Given an arbitrary point in k (say (4,5,6)) and r is a point in the cartesian coordinate system, is the wave phyiscally real or not and why?

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