Find the nth-degree Taylor polynomial of f(x)=sinx at a=0
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Findthenth-degreeTaylorpolynomialoff(x)=sinxata=0Findthenth-degreeTaylorpolynomialoff(x)=sinxata=0Fi
Find the nth-degree Taylor polynomial of f(x)=sinx at a=0
Find the nth-degree Taylor polynomial of f(x)=sinx at a=0
Find the nth-degree Taylor polynomial of f(x)=sinx at a=0
根据taylor公式带入即可,题目应该是在X=0处展开,而不是a=0
Find the nth-degree Taylor polynomial of f(x)=sinx at a=0
是一道英文的For any polynomial fuction of degree n,the nth differences:are equal(or constant)have the same sign as the leading coefficientare equal to a(nx(n-1)...x2x1),where a is the leading coefficient希望大家能帮我解释下T T我一
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