You are trying to find a parabola, y=ax* (2) + bx + S. the parabola passes through (-4,9), (3,9), and (0,6). If you needed to get the a,b and c coefficients, which augmented matrix (representing a system of linear equations) out of the following would you use? Option 1: Option 2 81 16 16 -4 81 36 -6 36 81 81 Option 3 Option 4 16 1 -4 16 -6 -6 3 9 3 9 Option 5 81 -4 1 36 1 -6 81 3 1
You are trying to find a parabola, y=ax* (2) + bx + S. the parabola passes through (-4,9), (3,9), and (0,6). If you needed to get the a,b and c coefficients, which augmented matrix (representing a system of linear equations) out of the following would you use? Option 1: Option 2 81 16 16 -4 81 36 -6 36 81 81 Option 3 Option 4 16 1 -4 16 -6 -6 3 9 3 9 Option 5 81 -4 1 36 1 -6 81 3 1
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter2: Systems Of Linear Equations
Section2.2: Direct Methods For Solving Linear Systems
Problem 22EQ: Consider the matrix A=[2314]. Show that any of the three types of elementary row operations can be...
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![Q6.6.
You are trying to find a parabola, y=ax* (2) + bx + c. the parabola
passes through (-4,9), (3,9), and (0,6). If you needed to get the a,b
and c coefficients, which augmented matrix (representing a system of
linear equations) out of the following would you use?
Option 1:
Option 2
81
16
16
-4
81
36
-6
36
81
1
3
1
81
Option 3
Option 4
16
-4
16
-4
1
-6
1
-6
1
3
3
Option 5
81
-4
36
1
-6
81
3
1](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F223038db-64c4-40d5-ba19-4856d9b3f802%2F9f46be2f-bc95-4166-9806-aa8e5a188c7c%2F10h7c57_processed.png&w=3840&q=75)
Transcribed Image Text:Q6.6.
You are trying to find a parabola, y=ax* (2) + bx + c. the parabola
passes through (-4,9), (3,9), and (0,6). If you needed to get the a,b
and c coefficients, which augmented matrix (representing a system of
linear equations) out of the following would you use?
Option 1:
Option 2
81
16
16
-4
81
36
-6
36
81
1
3
1
81
Option 3
Option 4
16
-4
16
-4
1
-6
1
-6
1
3
3
Option 5
81
-4
36
1
-6
81
3
1
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