af R-R be a differentiable function...
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af R-R be a differentiable function satisfying f" (3) + f(2)=0. Then Ling 7 با (1 7 (2) is equal to (1) او (2) بلر) دو (1)

JEE/Engineering Exams
Maths
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torm ( n frac{4}{3} e_{2}left(frac{1+f(3+x)-f(3)}{1+f(2-x)-f(2)}-1right) cdot frac{1}{x} quad mid f^{prime}(3)+f^{prime}(2)=0 ) ( frac{u}{x} e^{frac{f(3+x)-f(2 x y)}-f(3)+f(2)}{(1+f(z-x)-f(2)) x} ) give ( frac{0}{0} ) form col Lelopital rating ( n frac{operatorname{lt} frac{f^{prime}(3+x)}{rightarrow^{0}}+f^{prime}(2 x)}{e^{-f^{prime}(2 x)}+cdots} )
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