Let f (x) = sin(2a). Prove or disprove there are a sequence of polynomials Pn (x)...

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Let f (x) = sin(2a). Prove or disprove there are a sequence of polynomials Pn (x) which convenes to f(x) uniformly on (0, 0). Let f (x) = sin(2a). Prove or disprove there are a sequence of polynomials Pn (x) which convenes to f(x) uniformly on (0, 0). Let f (x) = sin(2a). Prove or disprove there are a sequence of polynomials Pn (x) which convenes to f(x) uniformly on (0, 0). Let f (x) = sin(2a). Prove or disprove there are a sequence of polynomials Pn (x) which convenes to f(x) uniformly on (0, 0). Let f (x) = sin(2a). Prove or disprove there are a sequence of polynomials Pn (x) which convenes to f(x) uniformly on (0, 0). Let f (x) = sin(2a). Prove or disprove there are a sequence of polynomials Pn (x) which convenes to f(x) uniformly on (0, 0).