To draw a Bode plot for the transfer function H(S) = s + 10, focus on the asymptotes, as they represent the key characteristics of the system. The presence of a zero at -10 can be identified, which influences the plot's magnitude and phase. Understanding that s represents a complex frequency, specifically s = σ + jω, is crucial for analyzing the frequency response. When creating the plot, you will primarily calculate |H(jω)| for the magnitude and the phase angle. Familiarity with these concepts is essential for accurately drawing the Bode plot without a textbook.