百度试题 结果1 题目Given th e graph of th e polynomial function, determin e whether (a) th e degr e e is even or odd f(x) a. e e 相关知识点: 试题来源: 解析 odd 反馈 收藏
Find a polynomial function with the zeros -6,0,2,1 whose graph passes through the points (\frac{1}{2},78) Find a polynomial function with the zeros -33, 11, 44 whose graph passes through the point (6, 270). (a) Find al...
Suppose you were given the function f(x)=x4−2x3+3x2−ax+3 and the factor (x - 2). What is the value of a? Remainder and factor Theorem for polynomials: Suppose P(x) is a polynomial of degree greater than zero, and (x−a...
As the problem is NP-complete even if δ ( v )=2, we are interested in the parameterized complexity and show that Edge Editing to a Connected Graph of Given Degrees admits a polynomial kernel when parameterized by d + k . For the special case δ ( v )= d , i.e., when the aim...
Cubic Function:A cubic function is a polynomial function with degree 3. The degree of a polynomial is the highest exponent appearing in the polynomial. Cube Root Function:A cube root function is a function containing a cube root. We will use these steps, definitions, and equa...
Iffis a linear function on each interval between the given points, find Trapezoidal Rule: Using trapezoidal rule, we can find the approximate value of given integral. This rule calculates the integral as sum of areas of trapezoids drawn...
We consider the Editing to a Graph of Given Degrees problem that asks for agraph G, non-negative integers d,k and a function \\delta:V(G)->{1,...,d},whether it is possible to obtain a graph G' from G such that the degree of v is\\delta(v) for any vertex v by at most ...
However, (x′,y′) is a 1-WSNE where 1 is the minimum possible choice. In 2009, Chen, Deng, and Teng [21] showed the reverse relationship: Given a ϵ2/8-NE, we can compute an ϵ-WSNE in polynomial time. Thus, all complexity and approximation results stated for approximate Nash...
An important feature of the matching energy is that it coincides with graph energy if the graph is acyclic, i.e., a forest. This is due to the well-known fact that the characteristic polynomial of a forest is precisely its matching polynomial. There is a great amount of literature on ...
Output: integern,which is equal to the size of the smallest dominating set in graphG. DSF: Input: a graphG=(V,E). Output: subsetDof setVthat contains vertices in the smallest dominating set in graphG. Show that DSO and D...