Question

26. What are the solutions of |2x -1|< 5?
HEEEEEEEEELPPPPPP !

Answer 1

do you know how to start this off?

Answer 2

No I don't

Answer 3

Ok wel since we have the absolute vlaues || we want to do |2x -1|< 5 snf |2x -1|< -5

Answer 4

wops sorry.

Answer 5

?

Answer 6

When you have an absolute value equation in which you have the absolute value of an expression is less than a number, you change it like this:
|expression| < number
negative of the number < expression < number
In your case this wuill be:
-5 < 2x - 1 < 5

Answer 7

that's the answer ?

Answer 8

2x -1< 5 and 2x -1< -5

Answer 9

@mathstudent55

Answer 10

No, it's not, it's the steps to get the answer...

Answer 11

Add 1 to all three sides, then divide all three sides by 2

Answer 12

I just need the answer, or easy steps am almost finished I only need 5 more answers to be done

Answer 13

-5 < 2x - 1 < 5
Add 1 to all three parts:
-5 + 1 < 2x < 5 + 1
-4 < 2x < 6
Divide all three parts by 2
-2 < x < 3

Answer 14

We don't give answers here, we help students.

Answer 15

@mathstudent55 Thanks ! Thats much easier then this guy @KonradZuse

Answer 16

You should give this fine gentleman a medal now.

Answer 17

Um no -.-