Please I need your help?

Question

|x|<5

|x| ≥ 2

|x - 2| ≤ 1

x + 1| ≥ 3

|2x - 5| < 2

|x - 3| < 2

|x| ≤ 2

|2x| ≥ 6

|x-3| > 5

|x + 2| ≤ 3

|2x-5| > -1

|x + 4| < -8

|x + 4| ≤ -24

|-2x + 4| > 6

|2x + 1| > -3

Answer 1

4,2,3,2,3,4,2,3,6,1,3,-11,-28,

Answer 2

I Score 96% in my school final ,but I am sorry,you are more than my studies.

Answer 3

Sorry I can&#039;t (won&#039;t) help you.  Perhaps you should consider changing your math program if you need help.  I don&#039;t know what program you are using but it should have some sort of resource to aid in understanding the concepts.   Just getting answers doesn&#039;t always help the problem.  I heard Teaching Textbooks is good for explaining.   Good Luck and don&#039;t get discouraged!

Answer 4

You might want to consider switching to Teaching Textbooks. If you don&#039;t understand enough to do any of that.

http://www.TeachingTextbooks.com

Answer 5

The answer can be either 1.9 or 2.1

Cheers

Answer 6

It appears like you&#039;re looking for a range here...

Here&#039;s what to do....For the first one |x|&lt;5, you&#039;re looking for an absolute value of x that would be less than 5.  An absolute value means that you always take the positive number that x is...i.e. |5| would be 5.  |-5| would also be 5.

So x  wouldn&#039;t be 5 because there&#039;s no &quot;equal to&quot; sign (or the bar underneath the &lt; or &gt; sign.)  It&#039;s also not greater than 5 because that&#039;s not an option, therefore, it can be a negative number down to negative infinity, and a positive number up to 5 (i.e. 4.9999).

I&#039;ll do another example for you.  For number two, you have |x| &gt; (or equal to) 2.  So, now you have the &quot;equal to&quot; sign, so the number 2 can be a value of x.  Now, it can&#039;t be less than 2 because that&#039;s not an option, so it can be from 2 all the way up to the highest number greater than 2, which would be positive infinity.

Please keep in mind that I can&#039;t guarantee my answers are correct, but I hope I helped!

Answer 7

That&#039;s easy, and I could do it for you, but I won&#039;t. You need to do your own work.

Answer 8

This question is wrong as:

|x|≥2

|x|≤2

This means |x| =2

But again you are stating that

|2x| ≥ 6, which means |2*2|≥6 and that is wrong!

Friend you question is wrong, it has no solutions.

Answer 9

How can you be legally homeschooled if you have no teacher/advisor?

Public education is actually pretty fun and it also developes your social skills :D  (I am in class right now).

Answer 10

When we see |x|, that means that the absolute value of x. That means that, if it has a negative sign, you get rid of it. So, in an equation, you need to try it out with bot the positive an negative versions of x.

Let&#039;s take just a couple representative problems.

|x|&lt;5

We need to set up 2 problems. One where we use x, one where we use -x (since they become identical when we do absolute value).

x&lt;5 and -x&lt;5

x&lt;5, we leave alone

-x&lt;5 we multiply by -1 (remember to switch the &lt; to &gt;)

x&gt;-5

So the answer is -5 &lt; x &lt;5

|x - 2| ≤ 1

Set up 2 problems. The first

x-2 ≤ 1

add 2 to both sides

x ≤ 3

and the 2nd problem

-(x - 2) ≤ 1

divide both sides by -1 (remember to switch ≤ to ≥)

x - 2 ≥ -1

add 2 to both sides

x ≥ 1

So 1 ≤ x ≤ 3