Solve the absolute value inequality: |4x + 3| = 19
i know the answer but i dont no the difference between or and and

Question

Solve the absolute value inequality: |4x + 3| >= 19
i know the answer but i dont no the difference between or and and

anonymous · Answer

4x+3>=19                       -4x-3>=19

4x>=16                             -4x>=22

x>=4                                  x<=-22/4

anonymous · Answer

x <= -5.5 or x>=  4
is the answer but wat will go in middle and or or

anonymous · Answer

there are two same answers and in one it has or and in the other it has and

apoorvk · Answer

okay, we proceed in the same way as earlier!

Since *absolute value* of "4x+3" is greater than or equal to 19, we conclude that 4x+3 is greater than 19, or lesser than 'negative-19'.

So,

$4x+3\ge 19$         AND     $4x+3\le-19$


Can you solve these two inequalities?

anonymous · Answer

yeah u get the answer above

anonymous · Answer

i know how to solve i just dont no when to use and 
and when to use or

anonymous · Answer

in the middle of both equations do i put and or  a or