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How do I write 4b − 21 ≥ 3 as an interval notation?
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First you need to solve for b, so start off by adding 21 to both sides
Add 21 both sides & then divide 4 both sides :)
& then tell me wht do u gt as \(b\) ?
6... so I would write it as 6, ???
you get \[b \ge 6\] that means 6 and everything greater than it so \[[6, \infty)\]
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You are my hero... I have a few more like this that I am SERIOUSLY struggling with... PLEASE stay here and help me.. please please please... I am begging you
\[4(z-3) \le 3(z+5)\]
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