Question

NEED ANSWER !

Select the inequality of the graph shown below.

graph of an absolute value inequality. There are points at (-12, 1), (-11, 2), (-10, 3), (-9, 2), and (-8, 1). Shading is below the solid line
Answer

y less than or equal to – |x + 10| + 3

y less than or equal to – |x – 10| + 3

y greater than or equal to – |x – 10| + 3

y greater than or equal to – |x + 10| + 3

Answer 1

?

Answer 2

wait , I'm solving

Answer 3

sorry

Answer 4

no problem

Answer 5

there are two equations y=-|x-10|+3
and y=-|x+10|+3
we have to find which one satisfies the point given
let's take -12,1
put x=-12 in both check what's the value of y

Answer 6

okay

Answer 7

y=-|-12-10|+3
y=-25 so y=-|x-10|+3 is not our equation
let's check the other one
y=-|x+10|+3
y=-|-12+10|+3
y=1
so y=-|x+10|+3 is the required
so either it's option first or last, we'll check that

Answer 8

so is it the first one ?

Answer 9

we'll check, sorry my internet got disconnected

Answer 10

when x<-10
y=x+13
when x>=-10
y=-x-7
let's plot these

Answer 11

now let's take a point 4, 4 which is above
put this in y=-x-7
4>=-11
that is above the line, we are given shade region below the line
so
y<=-|x+10|+3
option 1

Answer 12

sorry, I kept you waiting:c