(Solved): I only need help with the augmented matrix for part C, will rate LetA=[[8,-5,5],[-5,8,5],[3,3,10]] ( ...
I only need help with the augmented matrix for part C, will rate
LetA=[[8,-5,5],[-5,8,5],[3,3,10]](a) Show that
Ais singular. (b) Show that
Ax=col(5,B,5)has no solutions (c) Shaw that
Ax=col
(5,0,5)has infinitely many solutions A. A is songular because its determinant is , which is not equal to
U. (Type an integer or a simplified fraction.) B. A is singular because its determinant is 0 . C. A is singular because its dederminant is , which is not equal to 1. (Type an integer de a simplified fraction.) D. A is singular because its determinant is 1. (b) Show that
Ax=[[5],[B],[5]]has no solutions. Let
b=[[5],[8],[5]]. How can this be done? VA. Row-reduce the augmented matrix [A | b]. B. Row-reduce the augmented matrix
A|xC. Row-reduce the augmented matrix
A|I. Completely row-reduce the augmented matrix.
[[1,0,(5)/(3),0],[0,1,(5)/(3),0],[0,0,0,1]](Type integers or simplified fractions.) Let
x=[[x_(1)],[x_(2)],[x_(3)]]. Why does the equation
Ax=bhave no salutions? The third row of the augmented mastrix translates to the equation
0x_(1)+0x_(2)+0x_(3)=1, which has no solutions. (Type integers or simplified fractions.) (c) Show that
Ax=[[5],[0],[5]]has infinitely many solutions. Let
c=[[5],[0],[5]]. Haw can this be done? A. Row-reduce the augmented matrix
A|c. B. Row-reduce the augrnented matrix
A|I. C. Row-reduce the augmented matrix
A|x. Completely row-reduce the augmented matrix.
[[1,0,(5)/(3),],[,,,],[0,1,(5)/(3),],[0,0,0,0]]