Question

@ganeshie8 @jhonyy9 @satellite73 I need help, please help me.

Answer 1

A system of linear inequalities is shown below.

x - y > 3
y + x ≤ 2

Describe the steps to graph the solution set to the system of inequalities.

Answer 2

x - y > 3 y + x <_ 2

Answer 3

Do one of the inequalities at a time.

Answer 4

I can help you if you'd like. I teach this to my algebra students in a way that seems to make it quite a bit easier for them in the long run.

Answer 5

Then find the intersection of 2 graphs combined in one graph. That is the answer.

Answer 6

yes plz teach me @IMStuck

Answer 7

hello @IMStuck

Answer 8

@WilliamZhang can you help me

Answer 9

what do u want to know

Answer 10

how to work this out

Answer 11

read my reply before, I have done for you.

Answer 12

U dont understand what you did on the bottom

Answer 13

I *

Answer 14

The shadowed space is the area presenting the inequality for y. Draw 2 graphs in one paper and find the intersection of the shadowed space. That is your answer .

Answer 15

can you show me how

Answer 16

For the question i say
x-y>3
y<x-3
everything below y=x-3 is shaded

Answer 17

y+x<_2
y<_-x+2
everything is shaded below y=-x+2

Answer 18

x - y > 3
y + x ≤ 2
is your inequality system. Any possible y has to fit in this requirement, which means by the graphs, any y in the shaded space in the intersection space fits the system.

Answer 19

what do you mean by any y in the shaded space, im really confused on how this is set up.

Answer 20

How do i set this up to fit exactly what this question is asking?

Answer 21

i get that part but it doesnt match what i have

Answer 22

For the first equation the point would be (3,0) it would be a dotted line shading to the right.

Answer 23

what do you have, graph it or write it down.