two hyperbolic lines that pass through i and parallel to the hyperbolic line given by |z| = 2.

1. Find two hyperbolic lines that pass through i and parallel to the hyperbolic line given by 121 = 2. You must justify the lines you found are parallel to 121 = 2. 2. Let V CSC R be {(a,b,c) $2|a + b2 0}. Find k(V) where k is the stereographic projection. 1. Find two hyperbolic lines that pass through i and parallel to the hyperbolic line given by 121 = 2. You must justify the lines you found are parallel to 121 = 2. 2. Let V CSC R be {(a,b,c) $2|a + b2 0}. Find k(V) where k is the stereographic projection