g(x)=e^x,f(x)=g[λx+(1-λ)a]-λg(x) a,λ为常数,且0
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g(x)=e^x,f(x)=g[λx+(1-λ)a]-λg(x)a,λ为常数,且0g(x)=e^x,f(x)=g[λx+(1-λ)a]-λg(x)a,λ为常数,且0g(x)=e^x,f(x)=g[λx
g(x)=e^x,f(x)=g[λx+(1-λ)a]-λg(x) a,λ为常数,且0
g(x)=e^x,f(x)=g[λx+(1-λ)a]-λg(x) a,λ为常数,且0
g(x)=e^x,f(x)=g[λx+(1-λ)a]-λg(x) a,λ为常数,且0
证明:
望采纳,谢谢
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