1、一个40KW、10Q的电阻,使用时至多能容许A的电流通过。 2、若流入某一节点有4个电流,已知i1=5A,i2=2A,3=-3A,那么

外研版（三起）（2012）小学英语六年级下册Module 8 Unit 2 Why are you wearing a hat$%Module 8 Unit 2 Why are you wearing a hat$%习题(3)

外研版（三起）（2012）小学英语六年级下册Module 8 Unit 2 Why are you wearing a hat$%Module 8 Unit 2 Why are you wearing a hat$%教案(3)

定理7.3.1设矩阵A∈Rn,且非奇异,则一定存在正交矩 nxn 阵,上三角矩阵R,使 A=OR (7.3.2) 且当要求R的主对角元素均为正数时,则分解式(7.3.2)是唯一的。 证明存在性有矩阵A的非奇 Householder异性及变换矩 阵的性质(3)知,一定可构造n-1个H矩阵:H1,H2,…,Hn-1使 A+1=HA(k=1,2,…n-1)

3.1矩阵的秩 1.子式:在An中,选取k行与k列,位于交叉处的k2个数按照原来的 相对位置构成k阶行列式,称为A的一个k阶子式,记作D 对于给定的k,不同的k阶子式总共有C个 2.矩阵的秩:在A中,若 (1)有某个r阶子式D,≠0; (2)所有的r+1阶子式D+1=0(如果有r+1阶子式的话) 称A的秩为r,记作 rankA=r,或者r(A)r.规定:rank0=0 性质:(1) rankA min{m,n}

外研版（三起）（2012）小学英语六年级下册Module 8 Unit 2 Why are you wearing a hat$%Module 8 Unit 2 Why are you wearing a hat$%课件(3)

Any periodic waveform f(t)f(t) can be expressed by a Fourier series provided that (1) If it is discontinuous, there are only a finite number of discontinuous in the period T (2)It has a finite average value over the period T (3)It has a finite number of positive and negative maximums in the period T

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