f(x)+ f(a+b-x)dt = a) ab b) ba b-a
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f(x)+ f(a+b-x)dt = a) ab b) ba b-a

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Maths
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( begin{aligned} I=int_{a}^{b} frac{f(x)}{f(x)}+f(a+b-x) & d x quad-(0 & text { we lenow } int F(x) d x=int_{0}^{b} f(a+b-x) d x end{aligned} ) ( I Rightarrow int_{0}^{b} frac{f(a+b-x)}{f(a+b-x)}+f(x) d x ) ( I=frac{b-a}{2} mid(c) )
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