1an equation of the line tangent to the graph of f(x)=x(1-2x)^3 at the point (1,-1) is?A.y= -7x+6B.y= -6x+5C.y= -2x+1D.y= 2x-3E.y= 7x-8 2 an equation of the line tangent to the graph of f(x)=x(1-2x)^3 at the point (1,-1) is? A.y= -7x+6 ...
Prism does not automatically write equations on the graph. You can see the numerical results of linear or nonlinear regression by going to the appropriate page in the Results folder. Linear regression Prism 6 or later: The equation is written out at the bottom of the results page. Copy that ...
试题来源: 解析 3x+y-3=0Giuen:— graph T for the enic olowon on the ⊙O_1:d∵∈q_2aac_a grapi 50cmacm:x-cmcot=1 Y-litucept=3 sinCac\varphiPt cosasinacsinC form, f x/1+y/3=1 3x+y=3 3x+y-3=0 Hlence, the anoie io3n+y—3=0 ...
equation of the line tangent tothe graph of y= cos(2x) aty-1=-(x-π/(4)) y-1=-2(x-π/(4
Equation from Graph Problem 1 Look at the line's graph below. What is the equation of this line? Show Equation
Find the equation of line tangent to the graph of f(x)=e+ln x at x=1? 答案 e是常数,f'(x)=1/x,所以切线在x=1点的斜率是1,在x=1点的函数值是e.So the equation of the tangent line of graph at x=1 is f(x)=x+e-1相关推荐 1Find the equation of line tangent to the grap...
Graph equationsLine graphsm-step graphsGiven a graph G, the m-step graph of G, denoted by S _m(G), has the same vertex set as G and an edge between two distinct vertices u and v if there is a walk of length m from u to v. The line graph of G, denoted by L(G), is a ...
Equation of Line A:2 6Graph of Line B The -itercept of 1.ine A is and the y intercept of Lane B is Therefore the y-intercept of Line A is the y interrept of Line B 相关知识点: 试题来源: 解析 2x+y=-6 y-intaptis whenx=o i yintecept:2)y 0+y=-6 Line a Y=-6 for...
Find an equation of the tangent line to the graph of the function f(x) = 8/(√x^2+3x) at the point (1,4) 相关知识点: 试题来源: 解析 题的意思是:求f(x)=8/√(x^2+3x)在点(1,4)处的切线方程 重点是求函数在x=1处的f'(x) 直接求导很麻烦,可采用对数求导法, lnf(x)=ln8-(...
百度试题 结果1 题目Look at the line in the graph below. What is the equation for this line? ( ) A. y=3x+2 B. y=2x+3 C. y=- 13x+2 D. y=-2x+ 13 相关知识点: 试题来源: 解析 A 反馈 收藏