Question

solve the system of equations
3x-5y=-22

Answer 1

so the answer is

Answer 2

solve the system of equations 4x-2y=14

Answer 3

There is only one equation provided (3x - 5y = -22), not a system of equations.

To solve for x or y, you can isolate one of the variables by moving the other variable to the other side of the equation:

3x - 5y = -22
3x = 5y - 22
x = (5y - 22) / 3

From here, you can plug in any value for y to solve for x. If you need help solving a specific system of equations, please provide the additional equations.

Answer 4

The solution to the equation 3x - 5y = -22 can be expressed as x = (5y - 22) / 3. This equation provides a relationship between the variables x and y in terms of each other. To find specific values for x or y, you would need additional information or equations.

Answer 5

To solve the system of equations:

1) 4x - 2y = 14

You can isolate one of the variables by moving the other variable to the other side of the equation.

1) 4x - 2y = 14
2) 4x = 2y + 14
3) x = (2y + 14) / 4
4) x = (y + 7) / 2

Now you have a relationship between x and y. This equation shows how x and y are related to each other in the system. If you need numerical values for x and y, additional equations or information are needed.