2) n-time differentiable function 次可微函数 1. In this paper the convexity monotonic and correlation theory of functions are studied,are established new inequalities of Hadamard-type for convex functions,Lipschitzian functions and n-time differentiable functions,which generalize some previously known ...
If f and g are twice differentiable functions of a single variable, show that the functionu(x,t)=f(x+at)+g(x-at)is a solution of the wave equation given in Exercise. 相关知识点: 试题来源: 解析 Let v=x+at, w=x-at. Then w=x-at and u_(tt)= (∂ [af'(v)-ag'(w)]...
Let h be a twice differentiable function, andeth(-4)=-3,h'(-4)=0,andh'(-4)=0What occurs in the graph of h at the point (-4, -3)? 相关知识点: 试题来源: 解析 ∵h'(-4)=0 H—4)=0 ∴at(-4,-3)tanθmph has a point o f(lng)f(t)0h ...
Jensen type inequalities for twice differentiable functionsConvexfunctionsJenseninequalityTwicedifferentiablefunctionsIn this paper, we give some Jensen-type inequalities for φ : I → R; I = [α,β] ⊂ R; where φ is a continuous function on I; twice di erentiable on I = (α,β) and ...
function ff is twice differentiable ...". I can understand that the function ff can be differentiated twice or in other words its second derivative exists. But does this mean third derivative (or higher) does not exist or is equal to 00? In the same way, what would we call a ...
When both the functions of the composite function are twice differentiable, then we can find the first and second derivative of the given composite function using the chain rule of derivatives. According to the chain...
Iff(x)is a twice differentiable function such thatf(0)=f(1)=f(2)=0. Then View Solution Free Ncert Solutions English Medium NCERT Solutions NCERT Solutions for Class 12 English Medium NCERT Solutions for Class 11 English Medium NCERT Solutions for Class 10 English Medium ...
differentiable function 可微函数 differentiable immersion 微分浸入 differentiable atlas 可微图 相似单词 differentiable adj. 可辨的, 可区分的,可微的 continuously ad. 1.连接地,不断地,持续地 2.延伸地,遍布地 3.反复地,频繁地 twice ad. 两次,两倍 non differentiable 不可微分的 twice pinnate ...
h be a twice differentiable function, and leth(-4)=-3,h′(−4)=0 andh''(-4)=0. What occurs in the graph ofh at the point (-4,-3) . A. (-4,3) is a minimum point B. (-4,-3) is a maximum point C. There’s not enough information to tell D. (-4,-3) is a ...
Given a compact Jordan measurable region , , and a measurable function , denote its norm by ≔ Let ≔ and let be the subspace of continuously differentiable functions in . Denote by the class of functions such that for every unit vector , the directional derivative exists inside at least ...