Question

|x + 3| + 7 < 10 describe the graph in a complete sentence

Answer 1

It should actually be \[\le \]

Answer 2

any help @abb0t @Ashleyisakitty @bishoy41 @tyara45 @This_Is_Batman @lraquel @qdbug @radar @robtobey any help plzzzzz :(

Answer 3

well its just adding and subtracting

Answer 4

I just don't get the graph tho

Answer 5

well you have the equation |x + 3| + 7 <= 10
you first have to look for x.
l x + 3 l <= 3
and because this is a absolute value equation you must make it into 2 equations
x + 3 <= 3
x + 3 >= -3
after that you just grapgh what you have

Answer 6

yes I just have problems with graphing

Answer 7

Perfect answer @FriedRice . Great work

Answer 8

Lets see the graph part, then.

Answer 9

x≥-6

Answer 10

x≤0

Answer 11

As @FriedRice mentioned, you have two equations:

(1) x+3 <= 3

=> x <= 0

(2) x+3 >= -3
=> x>= -6

Correct @superhelp101 :)

Answer 12

I can't explain the graph for them

Answer 13

Now for drawing the feasible region (the region represented by inequalities):

(1) Change the inequality sign into = sign and then draw the graph.

Answer 14

okay

Answer 15

I am going to draw the graph of 1 inequality and then you will draw the other one.

So, which one should I help you with first ?

Answer 16

I think I get it know. I had problems with shading but I understand! Thank You @vishweshshrimali5

Answer 17

And @FriedRice

Answer 18

No problem. It was pleasure to help you out.