Question

Select the inequalities represented by the graph below. Select all that apply

Answer 1

Answer:

y ≥ -2x +c.

and  y + 2x ≥  c.

Step-by-step explanation:

Given : graph .

To find : elect the inequalities represented by the graph below.

Solution : we have given a graph with solid line and shaded up .

It mean in inequality y have greater than or equal to sign .

We can see from graph line cut at c on y axis (y intercept ) is (0, c) .

Slope  = -2

Point slope from y = mx + b

Where , m  =slope , b  = y intercept.

Then y ≥ -2x +c.

We can write it as y + 2x ≥  c.

Therefore, y ≥ -2x +c.

and  y + 2x ≥  c.

Answer 2

If you put it in slope intercept form, you will have: $y \geq -2x+c$.

If you converted the format, you could also have: $2x+y \geq 1$.

The rest of the choices are a different graph.