Only 5 questions that I need help with. They are about matrixes. I will send you more once you are selected. They are very easy.
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Homework Section 6.2
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Question 4 of 15 (1 point) Attempt 2 of Unlimited View question in a popup
6.2 Section Exercise 15,16
Determine the solution set for the system represented by each augmented matrix.
Part 1 of 3
《回回 9 日
9
(a)
0
The corresponding system has no solution, ().
The corresponding system has one solution.
The solution set is
The corresponding system has infinitely many solutions.
The solution set is
{ODY
|y is any real number).
Part 2 of 3
Part 2 of 3
1 9
-5
(b)
0 1
1
The corresponding system has no solution, f).
The corresponding system has one solution.
The solution set is
{ }
The corresponding system has infinitely many solutions.
The solution set is
{OLY
y is any real number
nber}.
Part 3 of 3
(c)
The corresponding system has no solution, {).
The corresponding system has one solution.
The solution set is {@}
The corresponding system has infinitely many solutions.
The solution set is y is any real number]
{Olyi
Part 1 of 3
1 08
5
(a) 0 1
9
4
00010
The corresponding system has no solution, ().
The corresponding system has one solution.
The solution set is
:{O}
The corresponding system has infinitely many solutions.
The solution set is
{Ozi
is any real number}.
Part 2 of 3
1 0 8
5
st
1
!
(b) 0 1 9 4
0001
The corresponding system has no solution, ).
The corresponding system has one solution.
The solution set is {C}.
The corresponding system has infinitely many solutions.
The solution set is Oz is any real number}
.
Part 3 of 3
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