Let S={0,1} and F=R. In F(S,R), show that f=g and f+g=h, where f(t)=2t+1, g(t)=1+4t-2t^2, and h(t)= 5^t+1.
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In F(S,R), show that f=g and f+g=h, where f(t)=2t+1, g(t)=1+4t-2t^2, and h(t)= 5^t+1.
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