Your initial post should be at least 150 words in length. Follow these instructions: Post a minimum of two follow-up responses to your peers by the end of Day 7. In your reply, you can help your classmate correct their solution or create a similar problem and solve it. Hello class, My assigned number is 7. A financial context where a system of two linear equations could be used is in determining the profit from selling two different products. Suppose a company sells two products, A and B , and both product have a different cost. The lines could represent constraints on profit, production capacity, or budget. For instance, the equations could represent the relationship between the number of units sold and the total profit made, where each equation represents a different scenario or condition in which the products are sold. Problem 1: 2x - 3y = -8 5x + 4y = 3 I will start by eliminating the y variable. To do this I will multiply each equation by 2. 2(2x - 3y = -8) 2(5x + 4y = 3) I then get. 8x-12y=-32 15x+12y=9 Now I will add the left side of both equations to get. 8x12y+15x+12y=32+9 Now I will simplify. 23x=23 x=1 Now that I have x, I will substitute x back into the first equation and solve y. 2(1)3y=8 23y=8 3y=6 y=2 The solution is (x,y)=(-1,2)