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Let P2(X) denotes the Taylor polynomial of degree at most 2 for approximating f(x)=x2 in(x) near 1. Question 1 of 2 Click to see additional instructions Bepaal P2(x) en gebruik p2(1.01) om f(1.01) te benader. Gee jou antwoord afgerond tot vier desimale. / Find P2(x) and use P2(1.01) to approximate f(1.01). Give your answer rounded to four decimals. antwoord/answer: P2(x)= x2+ X+ P2(1.01)= Question 2 of 2 Click to see additional instructions Bepaal die kleinste getal C so dat p(x)=f(x) <C vir alle x = [1,2]. Gee jou antwoord afgerond tot vier desimale. / Determine the smallest number C such that p(x)=f(x)[SC for all x = [1,2]. Give your answer rounded to four decimals. antwoord/answer: C=