Question

Create a system of linear equations with the solution of X equals -3 and Y equals Nine as its solution

Answer 1

Answer:

Step-by-step explanation:

To create a system of linear equations with the solution X = -3 and Y = 9, we can use the general form of a linear equation:

Ax + By = C

Given X = -3 and Y = 9, we can substitute these values into the general form:

Equation 1: -3A + 9B = C

Now, to find the specific values of A, B, and C that satisfy the solution X = -3 and Y = 9, we can use the provided solution:

X = -3

Y = 9

Substitute these values into the general form of the equations:

Equation 1: -3A + 9B = C

Now, we know that X = -3 and Y = 9, so we can substitute these values into Equation 1:

-3A + 9B = C

-3A + 9B = C

We can see that this equation does not provide a unique solution for A, B, and C that satisfy the conditions X = -3 and Y = 9. Therefore, we need additional information or constraints to determine a specific system of linear equations with the given solution.

If you have any additional information or constraints, please provide them so we can further refine the system of linear equations.