Across
- 5. Find the "x" of the solution to this system of equations.-4x + 5y = 36 & 4x + 6y = 52
- 8. Two identical lines have_____
- 10. Intersecting lines have____
- 11. Find the "x" of the solution to this system of equations. 7x - 4y = 0 & 2x + 3y = 58
- 12. Find the "y" of the solution to this system of equations. -2x +4y = 28 & -3x +2y = 6
- 13. Plotting two lines' slopes and y-intercepts can help solve a system of an equation by______
- 15. It is easiest to solve a system of equations when the two equations are written in_________
- 16. True or False. These two lines have one solution. y=3x-6 & y=3x-6
Down
- 1. The correct way to write a solution to a system of equations
- 2. Lines that are parallel to each other have____-
- 3. When you solve a system of equations by plugging one equation into the other
- 4. The place where two lines intersect is called the______
- 6. Find the "y" of the solution to this system of equations. 7x - 4y = 0 & 2x + 3y = 58
- 7. The number that, when added to another number, equals zero
- 9. Find "y" of the solution to this system of equations. -4x + 5y = 36 & 4x +6y = 52
- 14. When you solve a system of equations by using additive inverses.
- 16. Find the "x" of the solution to this system of equations. -2x + 4y = 28 & -3x +2y = 6
