1. The problem statement, all variables and given/known data Water entering a house flows with a speed of 0.228 m/s through a pipe of 1.08 cm inside radius. What is the speed of the water at a point where the pipe tapers to a radius of 2.39 mm? 2. Relevant equations Continuity equation: A1V1 = A2V2 Bernoulli's Principle: P1 + .5pv1^2 + pgh1 = P2 + .5pv2^2 + pgh2, where P = Pressure, p = density. Volume of a cylinder = pi (r)^2 (h) Area of a cylinder = 2pi (r)^2 + 2pi (r)h 3. The attempt at a solution The problem seems simple enough, but I'm having trouble. Please help!