Colin2
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I need help determining the interval notation of the inequality below:
-9<1/x<=1
-9<1/x<=1
The discussion focuses on determining the interval notation for the inequality -9 < 1/x ≤ 1. The correct interval notation is established as (-∞, -1/9) ∪ [1, ∞) after inverting the inequalities and adjusting their directions. Participants clarify that when inverting inequalities, the direction must change, leading to the final solution. Additionally, guidance is provided on using LaTeX for mathematical expressions in forum posts.
PREREQUISITESStudents, educators, and anyone interested in mastering inequalities and interval notation, as well as those looking to improve their LaTeX skills for mathematical representation.
Colin said:So would I be right If I concluded that the interval is?:
(-9,-1] U (0,1]
Since 0 can't be included as we are working with 1/x?
Colin said:So...
-1/9<x & x<=1?
Colin said:Ohhh yeah I forgot about that, also I'm new here so I'm not familiar with the way people express maths symbols and stuff using code so I'm just going to write it an easier way.
How about:
(infinity,-1/9) U [1,infinity)?
Colin said:Yeah because I wrote it in text...thanks for the help Mark!
Also could you point me in the direction of how to represent maths symbols on this forum?