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Let g be a function satisfying g(a+b)= g(a)+g(b) for all a,b which is real. If g(1)=k, then find g(n), where n is a natural number

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Let g be a function satisfying g(a+b)= g(a)+g(b) for all a,b which is real. If

g(1)=k, then find g(n), where n is a natural number




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