One of the widely used correlations to describe the variation of the viscosity of gases is the power-law equation given by μ/μ₀ = (T/T₀)ⁿ, where μ₀ and T₀ are the reference viscosity and temperature, respectively. Using the power and Sutherland laws, examine the variation of the air viscosity for the temperature range 100°C (373 K) to 1000°C (1273 K). Plot your results to compare with values listed in Table A-22. Take the reference temperature as 0°C and n = 0.666 for the atmospheric air.