We investigate the information and coherence protection in a three-level quantum system when subjected to a classical fluctuating field described by a Gaussian process. This random field is further investigated in both noiseless and noisy regimes. The noisy regimes include fractional Gaussian, Gaussian, Ornstein Uhlenbeck, and power-law noise. We find that the Ornstein Uhlenbeck noise has a reduced destructive nature toward coherence and information initially encoded in the three-level system. Based on our findings, the proper fixing of the noisy parameters to certain provided values can contribute to optimal extended coherence and information survival. In the single qutrit system, because of all Gaussian noises, monotonic decay with no revivals has been observed. Using purity and von-Neumann entropy, we discovered that a single qutrit system outperforms systems with multiple qubits or qutrits in terms of coherence and information preservation. The fluctuating nature of the local random fields is completely lost, as evidenced by a comparison of noisy and noiseless situations. We found this entirely dependent upon the Gaussian and Markovian properties of the included noises.