Let the function satisfy the equation {\f}( {\x}+ {\y})= {\f}( {\x}) {\f}( {\y}) for all x, y \in R, where f(0) \neq 0. If {\f}(5)=3 and {\f}^{'}(0)=2, then {\f}^{'}(5) is

KCET 2024 Math Solved Paper

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Let the function satisfy the equation f(x+y)=f(x)f(y) for all x,y∈R, where f(0)≠0. If f(5)=3 and f′(0)=2, then f′(5) is

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