Search Find an Online Tutor Now Ask a Question For Free Login Math Geometry Trigonometry Sat Math Discrete Math Linear Algebra Act Math Algebra Act Asked • 09/23/19 What is the rank of this matrix?What is the rank of this matrix? 1 -1 -1 1/2Follow • 1 Add comment 1 Expert An...
Each extra vector in a matrix is combined linearly to form the matrix's span. The smallest linear subspace containing the initial set of vectors is the set's linear span. It can be created as the grouping of all the linear subspaces in the set or as a set of all the linear ...
A. The color of the matrix B. The size of the matrix C. How many independent rows or columns it has D. The number of pages in a book 相关知识点: 试题来源: 解析 C。解析:文中提到“The rank of a matrix tells us how many independent rows or columns it has.”。 反馈...
Definition of a Matrix Matrix is an ordered rectangular arrangement of numbers (real or complex) or functions which may be represented as Matrix is enclosed by [ ] or ( ) What is a Matrix? Suppose we wish to express the information that Ram has 20 pens. We may express it as [20] wit...
A. The matrix is very small. B. The system has a unique solution. C. The matrix is very big. D. The system has no solution. 相关知识点: 试题来源: 解析 B。解析:文中明确指出如果矩阵的秩是满的,那么方程组有唯一解。A 选项矩阵大小与秩满不满无关;C 选项同理;D 选项与满秩时的情况...
What is the dimension of a matrix?What is a Matrix?In mathematics, a matrix is a powerful tool that has found useful applications in engineering, physics, economics, etc. Matries form algebraic systems in which many of the ordinary laws of arithmetic holds true. It is composed of numbers ...
What can matrix rank tell us? A. The color of a matrix. B. If a system of equations has a unique solution or not. C. The size of a matrix. D. The name of a matrix. 相关知识点: 试题来源: 解析 B。解析:文章中提到矩阵的秩可以告诉我们方程组是否有唯一解。A 选项颜色与矩阵秩...
the question about the rank of a certain matrix D A = D A(p) over if, the so-called Demjanenko matrix, which depends only on a fixed prime p 5 and a given subset We derive a lower estimate for the rank of D A and pose the problem of determining the exact rank of D A.doi...
rank will be {1,0 ,2} Explanation: rank of 2 is 1 because 2 is greater than exactly 1 element rank of 1 is 0 because 1 is greater than exactly 0 element rank of 3 is 2 because 1 is greater than exactly 2 element What I have tried isn^2time complexity algorithm. I ...
Is a rank- matrix diagonalizable, where are nonzero? There are zero eigenvalues with eigenvectors any set of linearly independent vectors orthogonal to . If then is the remaining eigenvalue, with eigenvector , which is linearly independent of the eigenvectors for ...