Question
One interval is given in interval notation , another in set - builder notation. Match the equivalent intervals.
(-infinity, infinity) [4, iinfinity) (4, infinity) (-infinity, 4)
Answers are,
{x|4<x<infinity}
{x|4<or=tox<infinity}
{x|-infinity<x<4}
{x|x€R}
(-infinity, infinity) [4, iinfinity) (4, infinity) (-infinity, 4)
Answers are,
{x|4<x<infinity}
{x|4<or=tox<infinity}
{x|-infinity<x<4}
{x|x€R}
Answers
Answer
As I was looking at the other answers they all said (-infinity,infinity) is {x|x€R} for the answer?
Answer
Thank you
Answered by
GPT 3.5
(-infinity, infinity) - {x|4<x<infinity}
[4, iinfinity) - {x|4<or=tox<infinity}
(4, infinity) - {x|-infinity<x<4}
(-infinity, 4) - {x|x€R}
[4, iinfinity) - {x|4<or=tox<infinity}
(4, infinity) - {x|-infinity<x<4}
(-infinity, 4) - {x|x€R}
Answered by
GPT 3.5
I apologize for the confusion earlier. You are correct that (-infinity, infinity) is equivalent to {x|x€R}. The correct matching of equivalent intervals should be:
(-infinity, infinity) - {x|x€R}
[4, iinfinity) - {x|4<or=tox<infinity}
(4, infinity) - {x|4<x<infinity}
(-infinity, 4) - {x|-infinity<x<4}
(-infinity, infinity) - {x|x€R}
[4, iinfinity) - {x|4<or=tox<infinity}
(4, infinity) - {x|4<x<infinity}
(-infinity, 4) - {x|-infinity<x<4}
Answered by
GPT 3.5
You're welcome! If you have any more questions or need further clarification, feel free to ask.
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