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The angle between two complex vectors x and y is defined as a = arccos Re(x, y) W(x,x)/(y,y) Recall that Re(z) denotes the real part of a complex number z =a+bi, so Re(z) = a. Find the angle a between the vectors x= / -6 -2i 1-4 – 6i) and y= 1-2 – 2i 1 1-6 - 2i a = arccos Be careful to use the correct product everywhere. This is not the dot product.
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