this is a interval notation question. 3x+12<30 I got x=6 but I have not idea how to write this as an interval notation. can you also explain how to know which side the infinity sigh goes on.
there's no equal sign its an inequality so x<6 meaning from -infinity till just before 6 |dw:1345183078505:dw|
\[(-\infty,6)\] is this what you mean ?
yes
so how will I know which side the infinity sigh goes on, in front of the number or behind it.
and if it is neg or pos
in interval notation the smaller number is always on the left side,and -infinity in the smallest number you can think of,so its always on the left and never included in the interval
which is which < and > which is greater than and which is less than does this matter in where to put the infty sigh
<:less than >:greater than -infinity always on the left side and not included +infinity always on the right side and not included
do you have a example, by any chance
example solve the inequality:x+3>6=>x>6-3=>x>3 |dw:1345183788108:dw|
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