Assume that p is a polynomial function on the set of real numbers.If p(0)=p(2)=3 and p'(0)=p'(2)=-1,then ∫(0,2)xp''(x)dx=?(a)-3(b)-2(c)-1(d)1(e)2 相关知识点: 试题来源: 解析 利用分步积分法:∫(0,2)xp''(x)dx=∫(0,2)xd(p'(x))=[xp'(x)]''上限x=...
If f(x) is a polynomial function such that f(x)f((1)/(x))=f(x)+f((1)/(x))and f(3) =-80 then f(x) - f((1)/(x)) =
2 Polynomial Function A polynomial function is a function. Polynomial Functions A polynomial in x is a sum of monomials* in x. Section 9.1 (pg. 554) Standard 10.0 – students add and subtract polynomials. 1.Be able to determine the degree of a polynomial. 2.Be able to classify a polynom...
利用分步积分法:∫(0,2)xp''(x)dx=∫(0,2)xd(p'(x))=[xp'(x)]''上限x=2,下限x=0''-∫(0,2)p'(x)dx=2p'(2)-0-[P(2)-P(0)]=-2
结果1 题目 The function $f$ is defined by a polynomial. Some values of $x$ and $f(x)$ are shown in the table above. Which of the following must be a factor of $f(x)$? ( )A. $x-2$B. $x-3$C. $x-4$D. $x-5$ 相关知识点: 试题来源: 解析 C 反馈 收藏 ...
Commit: A commitment algorithm that takes a polynomial and outputs a commitment.提交:采用多项式并输出承诺的提交算法。 Open: An opening algorithm that reveals an evaluation at a specific point along with a proof.开放:一种开放算法,揭示特定点的评估以及证明。
It is given that the polynomial f(x) satisfies the relation (f(alpha))^2+(f'(alpha))^2=0 therefore f(alpha)=0=f'(alpha) rArr x=alpha is a root of f(x) and f'(x) rArr (x-alpha)^2 is a foactor of f(x). Let f(x)=(x-alpha)^2phi(x). Then, f'(x)=2(x
A degree in a polynomial function is the greatest exponent of that equation, which determines the most number of solutions that a function could have.
when p(x) in divided by x-5,the remainder is 4.find the remainder .when p(x) in divided by (x-2)(x+5). 相关知识点: 试题来源: 解析 一个多项式函数P(X)÷(X-2)=25.当P(X)÷(X-5)时等于4.求P(X)÷(X-2)(X-5)等于几?
Commit: A commitment algorithm that takes a polynomial and outputs a commitment. 提交:采用多项式并输出承诺的提交算法。 Open: An opening algorithm that reveals an evaluation at a specific point along with a proof. 开放:一种开放算法,揭示特定点的评估以及证明。