Podcast
Questions and Answers
Which of the following best defines a system of nonlinear equations?
Which of the following best defines a system of nonlinear equations?
- A system containing equations with like variables of the second degree
- A system containing at least one equation that is not linear (correct)
- A system containing only quadratic equations
- A system containing two or more linear equations
What is the standard form of a linear equation?
What is the standard form of a linear equation?
- $Ax+By=C$
- $Ax^2+By^2=C$
- $A+By+C=0$ (correct)
- $Ax+By=Cz$
What method can be used to solve a system of nonlinear equations involving a parabola and a line?
What method can be used to solve a system of nonlinear equations involving a parabola and a line?
- Graphical method
- Substitution method (correct)
- Matrix inversion method
- Elimination method
When solving a system of equations representing a circle and a line, how many possible outcomes are there?
When solving a system of equations representing a circle and a line, how many possible outcomes are there?
When is the elimination method often easier than substitution for solving systems of equations?
When is the elimination method often easier than substitution for solving systems of equations?
What determines whether a system of equations is nonlinear?
What determines whether a system of equations is nonlinear?
In what form should a linear equation be for it to be considered as linear?
In what form should a linear equation be for it to be considered as linear?
Which method is often preferred when solving a system of equations involving a linear equation and a nonlinear equation?
Which method is often preferred when solving a system of equations involving a linear equation and a nonlinear equation?
What variation occurs in the possible outcomes when solving a system of nonlinear equations involving a parabola and a line?
What variation occurs in the possible outcomes when solving a system of nonlinear equations involving a parabola and a line?
What determines whether a system of equations is linear?
What determines whether a system of equations is linear?
