graphing linear equations\nvectored instruction\nequation:\ny = 11-3x\nidentify the\ny-coordinate.\n(5…

graphing linear equations\nvectored instruction\nequation:\ny = 11-3x\nidentify the\ny-coordinate.\n(5, ?)\nassume this is a\npoint on the graph\nof y = 11-3x

graphing linear equations\nvectored instruction\nequation:\ny = 11-3x\nidentify the\ny-coordinate.\n(5, ?)\nassume this is a\npoint on the graph\nof y = 11-3x

Answer

Explanation:

Step1: Substitute x = 5 into the equation

We have the equation ( y = 11 - 3x ). Substitute ( x = 5 ) into this equation. [ y = 11 - 3\times5 ]

Step2: Calculate the value of y

First, calculate ( 3\times5 = 15 ). Then, subtract this from 11: [ y = 11 - 15 = -4 ]

Answer:

-4