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(3) Let m, n є N. Let Pi(x), 1, , m, be polynomials with real coefficients in the variables r = (ri, . . . , r). Prove that

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0 ฯ.ven. Pl Con nac and eis en an Pen bak ceNYed dMI nDmi o n con s .cookin uo each pp s continuoSuPtic M. JMnThen Cachbnon a continuou< P uncHon is a cortinu

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(3) Let m, n є N. Let Pi(x), 1, , m, be polynomials with real coefficients in the variables r = (ri, . . . , r"). Prove that Pr(x) p(x) = | Pm (x) is a continuously differentiable map from R"...
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