Question 1: For the following linear system 2x + y 6 L1 -2x + 3y 7 L2 a) Solve the system using the method elimination by addition b) Solve the system using the method elimination by substitution c) Sketch the system on the rectangular coordinate system. Show clearly x and y intercepts, and the point of intersection for L, and L2.

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
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Chapter4: Eigenvalues And Eigenvectors
Section4.2: Determinants
Problem 15AEXP
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Question 1: For the following linear system
2x + y = 6 L1
- 2x + 3y = 7 L2
a) Solve the system using the method elimination by addition
b) Solve the system using the method elimination by substitution
c) Sketch the system on the rectangular coordinate system. Show clearly
x and y intercepts, and the point of intersection for L, and L2.
For the following nonlinear system
2x + y = 6 L1
- 2x2 + 3y = 10 Q1
a) Solve the system using the method elimination by addition
b) Solve the system using the method elimination by substitution
c) Sketch the system on the rectangular coordinate system and clearly show the
point(s) of intersection.
Note: Show x and y intercepts for L1.
Show x and y intercepts, Vertex, Line of Symmetry for Q,.
For the following nonlinear system
2x + y = 6
x2 -
x + y = 3
Q1
a) Solve the system if possible, using any method. Shortly explain what the
situation is with this nonlinear system.
b) Sketch the system on the rectangular coordinate system
Note: Show clearly x and y intercepts for L1.
Show clearly x and y intercepts, Vertex, Line of Symmetry for Q,
Transcribed Image Text:Question 1: For the following linear system 2x + y = 6 L1 - 2x + 3y = 7 L2 a) Solve the system using the method elimination by addition b) Solve the system using the method elimination by substitution c) Sketch the system on the rectangular coordinate system. Show clearly x and y intercepts, and the point of intersection for L, and L2. For the following nonlinear system 2x + y = 6 L1 - 2x2 + 3y = 10 Q1 a) Solve the system using the method elimination by addition b) Solve the system using the method elimination by substitution c) Sketch the system on the rectangular coordinate system and clearly show the point(s) of intersection. Note: Show x and y intercepts for L1. Show x and y intercepts, Vertex, Line of Symmetry for Q,. For the following nonlinear system 2x + y = 6 x2 - x + y = 3 Q1 a) Solve the system if possible, using any method. Shortly explain what the situation is with this nonlinear system. b) Sketch the system on the rectangular coordinate system Note: Show clearly x and y intercepts for L1. Show clearly x and y intercepts, Vertex, Line of Symmetry for Q,
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