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Write a quadratic inequality whose solution set is [-3,5]
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i got (x-3)(x-5)less than or equal to 0
how about \[(x+3)(x-5)\leq 0\]
but idk it might be just less than?
no need a 3, not -3
if \(-3\) is a zero, then one factor is \((x3)\)
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\(x+3\) i mean
oh yeah
how to i know if it is less than or less than or equal to
square brackets on \([-3,5]\) instead of \((-3,5)\)
ohhh lol
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thank you!!
yw
wait what if it is [3,5] i am having trouble visualizing the graph
@satellite73
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