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a) write a inequality that presents the interval b) State whether the interval bouded or unbouded . [0,9)
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you want this... \[0\leq x<9\]
a or b?
a
b?
it is bounded
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what is mean bounded or unbounded?
bounded...means bounded above and below.. for bounded above..there exists a number y such that for all x in your interval \[x\leq y\]
for bounded below..there exists a number y such that for all x in your interval \[x\geq y\]
an example of an unbounded interval is \[[5,\infty)\]
how about [-1,5] the same ?
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\[-1\leq x\leq 5\] it is bounded
\[(11,\infty) = unbouded\]\[(-\infty,-2)= unbouded\]?
correct
ty
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