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-3/5+8/5k-(3k-2)<0
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Need to rewrite it so it is clearer.
\[\frac{-3}{5}+\frac{8}{5}k-(3k-2)<0\]
Let's multiply each term by 5 and get rid of those miserable fractions.
\[-3+8k-5(3k-2)<0\]
Now we need to remove the parentheses
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\[-3+8k-15k+10<0\]
Collect the like terms
\[7-7k<0\]
Subtract 7 from both sides.
\[-7k<-7\]
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Divide by negative 7 and reverse the inequality symbol.
\[k>1\]
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