Question

Which of the following gives a single solution of the inequality (X+3)-2<0 and shows a graph that can be used to determine
the entire solution set of the inequality?
X=0 , X=-1 , X=2 , X=5

Answer 1

Answer:

x<-1

Step-by-step explanation:

The given inequality is (x+3)-2<0

We re write to obtain:

x+3-2<0

We simplify on the left to get:

$x+1 \: < \: 0$

This gives

$x \: < \: - 1$

The graph that can be used to determine

the entire solution set of the inequality is shown in the attachment.

Answer 2

The entire solution set of given inequality  (X+3)-2<0 is

x<-1

Given  :

The given inequality is

$(x+3)-2<0$

solve the given inequality for x

$(x+3)-2<0$

Add 2 on both sides of inequality

$(x+3)<2\\x+3<2$

Now subtract 3 from both sides

$x<-1$

all the x values are less than 1

The entire solution set of inequality is

x<-1

The graph that can be used to determine the entire solution is attached below.

Learn more :  brainly.com/question/13950491