I got x = (u2 - v2) / u
y = (v2 - u2) / v
I differentiated them w.r.t u & v respectively & solved the given equation but I'm not getting the answer which is 0.
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This is a thread for complex number problems in applied mathematics.
1. Prove that: 1 + cos x + cos 2x + ...cos (n - 1)x
= {1 - cos x + cos (n - 1)x - cos nx} / 2 (1 - cos x)
= 1/2 + [{sin (n - 1/2)x}/2sin (x/2)]2. If a = cos x + i sin x, b = cos y + i sin y, c = cos z +...