1. A system's response consists of a forced response due to input signals and a natural response due to its internal characteristics. 2. Poles and zeros of a system's transfer function determine the form and amplitude of its natural and forced responses. Poles on the real axis generate exponential responses, with poles farther left on the axis causing faster decay. 3. For a first-order system with a unit step input, the output is the sum of an exponential decay natural response and a forced step response. The time constant is the time for the natural response to decay to 37% of its initial value.