Suppose that g is continuously differentiable on some interval (c, d) that contains the fixed point p ofg. Show that if |g'(p)| < 1, then there exists a <5 > 0 such that if |po pi < ^, then the fixed-point iteration converges

Lines (Day 2) 9/27/16 lin Parallel e lines intersectio (Parallel Lines never n cross) Y axis Perpendicular lines (horizontal, vertical) (-2,0) (0,1) X axis The points on a line satisfy the equation of the form Ax + By + C = 0. rise change(y) Slope= Slope = m = (y 1y 2/ run