(1/3)*ln(3)+(2/5)*ln(2)-(1/3)*ln(2)+(2/5)*ln(1)

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Solution for (1/3)*ln(3)+(2/5)*ln(2)-(1/3)*ln(2)+(2/5)*ln(1) equation: 


(1/3)*ln(3)+(2/5)*ln(2)-((1/3)*ln(2))+(2/5)*ln(1) = 0

1/3*ln(3)+(2/5)*ln(2)-((1/3)*ln(2))+(2/5)*ln(1) = 0

1/3*ln(3)+2/5*ln(2)-((1/3)*ln(2))+(2/5)*ln(1) = 0

1/3*ln(3)+2/5*ln(2)-(1/3*ln(2))+(2/5)*ln(1) = 0

1/3*ln(3)+1/15*ln(2)+(2/5)*ln(1) = 0

1/3*ln(3)+1/15*ln(2)+2/5*ln(1) = 0

1/3*ln(3)+1/15*ln(2)+0*2/5 = 0

1/3*ln(3)+1/15*ln(2)+0 = 0

1/3*ln(3)+1/15*ln(2) = 0

L <> R

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