Q2. Solve the following system of equations, What does the system geometrically represent? 5x + 4y – 32 = 0 x? + 3x + 5y – 43 = 0

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
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Author:HOUGHTON MIFFLIN HARCOURT
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Chapter6: Exponential Functions And Sequences
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NONLINEAR SYSTEMS
By a nonlinear system, we mean a set of two equations, at least one of which
is not linear. Solving a system is to find (x, y) pair, which satisfies both
equations in the system.
We concentrate on systems consisting of one linear and one quadratic
equations
To solve such nonlinear system,
1. Use elimination by addition or substitution method as in the linear systems.
2. Remove or isolate the linear term not the quadratic term.
3. Solve the quadratic equation for the remaining variable.
4. Then find the other unknown.
Transcribed Image Text:NONLINEAR SYSTEMS By a nonlinear system, we mean a set of two equations, at least one of which is not linear. Solving a system is to find (x, y) pair, which satisfies both equations in the system. We concentrate on systems consisting of one linear and one quadratic equations To solve such nonlinear system, 1. Use elimination by addition or substitution method as in the linear systems. 2. Remove or isolate the linear term not the quadratic term. 3. Solve the quadratic equation for the remaining variable. 4. Then find the other unknown.
Q2. Solve the following system of equations, What does the system geometrically represent?
5x + 4y – 32 = 0
x? + 3x + 5y – 43 = 0
Q3. For the below graph, x and y-intercepts of L1 are, 5 and 5, respectively AND x and y-intercepts
of L2 are, -1 and 1, respectively. Write system of equations for this graph and find the point of
intersection of L1 and L2.
L1
L2
Transcribed Image Text:Q2. Solve the following system of equations, What does the system geometrically represent? 5x + 4y – 32 = 0 x? + 3x + 5y – 43 = 0 Q3. For the below graph, x and y-intercepts of L1 are, 5 and 5, respectively AND x and y-intercepts of L2 are, -1 and 1, respectively. Write system of equations for this graph and find the point of intersection of L1 and L2. L1 L2
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