B. Put Me in My Right Place! Directions: Fill in the blank spaces of the paragraph below with correct word/s or expression/s which you can choose from the box. Word/s or expression/s in the box may be used more than once. variable 2 subtract eliminate add solution (2,0) elimination 0 adding multiply (0,2) Aside from substitution method, systems of linear equations in two variables can also be solved by method. In the method, I can either or the equations to solve an equation for one When the coefficients of one variable are opposites, I can the equations to a variable and when the coefficients of one variable are equal, I can the equations to a variable. In the system ( 3x + 2y = 6 the two equations. y can be eliminated by (5x - 2y = 10' After the two equations, the result would now be equal to 8x = 16. This means that Knowing that x = I can now solve for the value of y by using any of the equations. Hence, the value of y= The value of x and y in the ordered pair can be now substituted to both equations to check whether the ordered pair satisfies both equations. Both equations are true after substituting the obtained values of x and y. This means that the ordered pair .), is a to the system​