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Algebra
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|5x+9|+6=1
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there should be two numbers
This is an eyeball problem. Immediately, there is no solution. |5x+9| is, by definition, non-negative. After subtracting 6, we have |5x+9| = 1-6 = -5 Something non-negative CANNOT be the same as -5. Done. No solution.
Okay could you help me with 3|p-5|=2p
Please post new problems on new threads. I'll let it go, this time. What have you tried?
I might note this: If p > 5, then |p-5| = (p-5) If p < 5, then |p-5| = -(p-5) = (5-p) Then solve two different problems without absolute values.
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