Linear Equation Water Park Project Task7-8: Solving for Systems of Linear Equations: Determining "intersection" point

Task 7: Solving for Systems of Linear Equations: Determining "intersection" point. By successfully writing equations to define each red line. you are now to solve for where those lines might meet on your coordinate grid. " Select two lines, preferably two that cross on your blueprint, and use the substitution method to solve for their intersection point. Mark each intersection point using a YELLOW POINT on your blueprint. . Repeat this for a total of shoes intersecting lines. Example problem: Y - -2X + 14 and Y = JX-7 -2X + 14-3X-7 Y - -2(4.2) + 14 -2X - 3X-21 Y =-84+ 14 -3X - -21 Intersection point = ( 4.1, 5.6) A. Equarlows and Solve for X: Substitute for Y's Intersection point = ( R Equations and Solve for X: Substitute for Y': Intersection point = ( C. Equarless: Solve for X: Substitute for Y's Intersection point = (