The Sprott N system with parameter was studied to understand its chaotic behavior. By changing the parameter values, researchers found chaotic attractors and periods using computer simulations. When the parameter is between 1.8 and 2.5, the system shows complex behavior like bifurcations and fractal patterns. By applying delayed feedback control, the chaotic motions of the system can be transformed into stable periodic orbits. This means that chaos in the system can be controlled and turned into predictable patterns with the right method.