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5|b + 8| = 30
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5b+40=30 -40 -40 5b=-10 divide by 5 on both sides b=-2 and 2
\[5|b+8| = 30\]Divide both sides by 5. Now you have the absolute value expression on the left, and a number on the right. \[|b+8| = 6\]Now, if you have \(|x| = p\), that means either \(x=p\) or \(-x = p\) \[b+8 = 6\]\[b = 6-8 = -2\] \[-(b+8) = 6\]\[b+8 = -6\]\[b = 8-6 = 2\] So \(b=2,-2\) is the solution.
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