y = \\frac{3}{4}x - 3\nwhich points are possible approximations for this system? select two options.\n(1.9…

y = \\frac{3}{4}x - 3\nwhich points are possible approximations for this system? select two options.\n(1.9, 2.5)\n(2.2, -1.4)\n(2.2, -1.35)\n(1.9, 2.2)\n(1.9, 1.5)

y = \\frac{3}{4}x - 3\nwhich points are possible approximations for this system? select two options.\n(1.9, 2.5)\n(2.2, -1.4)\n(2.2, -1.35)\n(1.9, 2.2)\n(1.9, 1.5)

Answer

Explanation:

Step1: Analyze the graph visually

The solution of the system (the intersection point of the lines approximately) seems to have an (x - value) around (1.9) or (2.2) and a (y - value) around (2.2) or (- 1.4) or (-1.35).

Step2: Check the (x - value) of the points

We are looking for points with (x) close to the (x - coordinate) of the intersection and (y) close to the (y - coordinate) of the intersection.

Step3: Evaluate the points

For point ((1.9,2.2)), the (x - value) of (1.9) and (y - value) of (2.2) seem reasonable approximations based on the graph. For point ((2.2,-1.35)), the (x - value) of (2.2) and (y - value) of (-1.35) also seem like good approximations based on the graph.

Answer:

D. ((1.9, 2.2)), C. ((2.2, -1.35))