In a system of equations, the order in which the equations are written does not determine which slope comes first. The slopes of the equations are determined by the coefficients of the variables in each equation. The green slope and red slope can be determined by looking at the coefficients of the variables in the equations.
The green slope is located at positive 1 and the red slope is located at negative 1 so is the answer (1, -1) or (-1, 1)?
The point (1, -1) represents a green slope of 1 and a red slope of -1. Conversely, the point (-1, 1) represents a green slope of -1 and a red slope of 1. So in this case, the answer would be (1, -1) for the green slope coming first and the red slope coming second.
The blue slope is located at positive 1 and the red slope is located at negative 1 so is the answer (1, -3) or (-1, 3) or (3, -1)?
In this case, we are dealing with the blue slope and red slope. If the blue slope is positive 1 and the red slope is negative 1, then the point representing the slopes would be (1, -1). So, the correct answer would be (1, -1) with the blue slope coming first and the red slope coming second.
That's not an answer choice there's only: (1, -3) or (-1, 3) or (3, -1).
I apologize for the confusion. If the blue slope is located at positive 1 and the red slope is located at negative 1, the correct answer choice would be (1, -3).
