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5[3m-(m+4)]>-2(m-4) use set builder notation to describe the complete solution {m|m ---- ---- } type and inequality symbol, then type an integer or a simplied fraction
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is that a -2(m-4) over there?
yes
\[ 5(3m-(m+4)) \ \gt -2(m-4)\] \[ 5(3m-m-4) \ \gt -2m+8\] \[ 5(2m-4) \ \gt -2m+8\] \[ 10m-20 \ \gt -2m+8\] \[ 12m \gt 28\] \[ m \gt 28/12 \iff \ m\gt 7/3\]
{ m| m > (7/3) }
thanks amistre64 i wish i had your brain you're awesome i really appreciate it
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youre welcome :)
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