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Let L be the hyperbolic line given by {z ∈ H | |z − 5| = 3} and let m be the hyperbolic line given by {z ∈ H | |z − 7| =√5}. (a) Find the point of intersection, P , of L and m. (b) Find the (hyperbolic) angle between the rays from P to z = 8 on L and from P to 7 +√5 on m, giving your answer in radians to 3 decimal places.
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