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What is 4≥x≥0 in interval notation?
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4≥x≥0 means that x is a number which is greater or equal than 0, but less or equal than 4. If it is a real number, then it is: [0,4]. The [ ] sign means that it is a closed interval. If you were to express 4 > x > 0, it would be (0, 4), an open interval.
Ahh, ok. So If it was 4≥x>0 it would be [4,0) ?
It's almost correct. But, actually, it should be (0,4], because the interval needs to be expressed in increasing order.
Notice that it would be the same thing as: \[0 < x \le 4\]
ok, thanks :)
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