This work analyzes the magnetic properties of a ferromagnetic B \(_{36}\) borophene-like monolayer, described by the spin-3/2 Blume-Capel model in the presence of a two-dimensional crystal field. The method is based on the mean-field approximation using the Gibbs-Bogoliubov inequality. We study the effect of temperature (T) and both longitudinal (D) and transverse ( \(\Gamma\) ) crystal fields on the magnetization and the phase diagrams in the ( \(\Gamma\) , T) and (D, T) planes. The results reveal first- and second-order phase transitions, along with critical, bicritical, and multicritical points, as well as highly degenerate states at \(T = 0\) .