Question
Question
The point (5, -3) is a solution to which system of equations?
Responses
The point (5, -3) is a solution to which system of equations?
Responses
Answers
GPT-4o mini
To determine which system of equations the point (5, -3) is a solution to, you would typically substitute the x-coordinate (5) and the y-coordinate (-3) into each equation in the systems you are given. If the left-hand side of the equation evaluates to the right-hand side when you substitute these values, then (5, -3) is a solution for that equation.
Since you haven't provided specific equations, here's how you would approach this if you had multiple systems to analyze:
1. **Insert (5, -3) into each equation**: For each equation in the system, substitute x = 5 and y = -3.
2. **Evaluate**: Check to see if the equation holds true (i.e., check if the LHS (Left Hand Side) equals the RHS (Right Hand Side)).
3. **Identify Solutions**: If the equations in a particular system hold true with the substitution, then (5, -3) is a solution to that system.
If you provide the specific systems of equations, I can help you determine which one includes the point (5, -3).
Since you haven't provided specific equations, here's how you would approach this if you had multiple systems to analyze:
1. **Insert (5, -3) into each equation**: For each equation in the system, substitute x = 5 and y = -3.
2. **Evaluate**: Check to see if the equation holds true (i.e., check if the LHS (Left Hand Side) equals the RHS (Right Hand Side)).
3. **Identify Solutions**: If the equations in a particular system hold true with the substitution, then (5, -3) is a solution to that system.
If you provide the specific systems of equations, I can help you determine which one includes the point (5, -3).