To write: A system of equations for hyperbola and ellipse for which a solution is
Answer to Problem 53HP
The system of the equation is
Explanation of Solution
Given:
The given solution is
Calculation:
Let's consider a hyperbola and an ellipse both centered in the origin as shown below.
If the system contains only terms in
So, the given system has the solutions
Substitute
Take arbitrary values for
Take
Take
The system of the equations is as follows.
Check the solutions by graph as shown below.
Therefore, the system of the equation is
Chapter 10 Solutions
Algebra 2
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