Identify each of the following systems of linear equations as having no solution, one solution, orinfinite solutions.System 1: [ Select ]2 — Зу %3D 56y = 4x – 5System 2: [ Select]За — 5у 3 3y = 3x + 5System 3: [Select ]y = 7x – 37x – y = 3|System 4: [Select ]x = 1+ 4y3x – 12y = 3System 5: [ Select]y = 2(x – 3)4 + 2у — - 6>>> A system of inequalities is defined by the following two equations.y = 2e*-1 – 3y = 1The solution to the system contains the points (-3, 1), (-2, -1), and (1, 0).The solution to the system does not contain the points (1, -1), (1, -3), and (-1, 3).Which system of inequalities does this describe?f (x) [Select]2e-1 - 3g (x) [Select]1>

Note:- Since you have asked multiple question As per our policy, we will solve the first question…

entify each of the following systems of linear equations as having no solution, one solution, or finite solutions. wstem 1: [ Select] a - 3y = 5 y = 4x – 5 wstem 2: [ Select] a - 5y = 3 = 3x + 5 wstem 3: [ Select ] = 7x – 3 ¤ – y = 3 vstem 4: [ Select] =1+ 4y x – 12y = 3 vstem 5: [ Select] = 2(x – 3) x + 2y = -6 %3D > >