Question
1. We can generalize our approach to work for d xy state function. Consider :f=3x 3 2xy 2 for x i =1, y i =2
1. We can generalize our approach to work for dxy state function. Consider :f=3x3−2xy2
for xi=1, yi=2
xf=5, yf=5
Confirm whether Δf= (ff−fi) is the scheme by calculating fi and ff, then taking the difference;
(b) Using the sum
Δf=xi∫xf(∂x/∂f)ydx+yi∫yf(∂y/∂f)xdy
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