Question

What is the graph of the absolute value inequality? Graphs attached

y < |x + 2| - 2

Answer 1

It's either the first or 3rd...

Answer 2

find the vertex first

Answer 3

-2 is the vertex

Answer 4

Yes, first or 3rd, very good observation :)

Answer 5

+2 is the slope...

Answer 6

we dont need to bother about slope here.
vertex = (-2, -2)

Answer 7

The first :)

Answer 8

now look at first & 3rd graphs
which one has vertex at (-2, -2) ?

Answer 9

omg ! you're super fast :)) yes its the first one :)

Answer 10

Help me with my final graph?

Answer 11

sure, post :)

Answer 12

Write the inequality for the graph

-6x + 5y >= -30
-6x + 5y <= -30
5x - 6y <= -30
5x - 6y >= -30

Answer 13

look at the graph, it has y intercept of 5
that means, when x=0, y = 5

Answer 14

now look at the equations, and can u strike off few equations ?

Answer 15

It's the 2nd equation :)

Answer 16

nopes. careful :)

Answer 17

its not first and second equations
cuz, when we put x = 0, they DONT give y intercept of graph

Answer 18

Then it has to be the third since it's shaded below the line

Answer 19

nopes. its the fourth one actually

Answer 20

dont discout the negatives :)

Answer 21

fourth inequation :-

5x - 6y >= -30

change it to point slope form

Answer 22

5x - 6y >= -30

-6y >= -5x - 30

-y >= -5/6x - 5

Answer 23

now, multiply the whole inequation wid -1,
when u multiply a negative number, >= becomes <=

Answer 24

5x - 6y >= -30

-6y >= -5x - 30

-y >= -5/6x - 5

y <= 5/6x + 5