2ln(2)+9/5ln(4)+1/5ln(1)-2ln(1)-9/5ln(3)-1/5ln(2)

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Solution for 2ln(2)+9/5ln(4)+1/5ln(1)-2ln(1)-9/5ln(3)-1/5ln(2) equation: 


2*ln(2)+(9/5)*ln(4)+(1/5)*ln(1)-(2*ln(1))-((9/5)*ln(3))-((1/5)*ln(2)) = 0

2*ln(2)+9/5*ln(4)+(1/5)*ln(1)-(2*ln(1))-((9/5)*ln(3))-((1/5)*ln(2)) = 0

2*ln(2)+9/5*ln(4)+1/5*ln(1)-(2*ln(1))-((9/5)*ln(3))-((1/5)*ln(2)) = 0

2*ln(2)+9/5*ln(4)+0*1/5-(2*ln(1))-((9/5)*ln(3))-((1/5)*ln(2)) = 0

2*ln(2)+9/5*ln(4)-(2*ln(1))-((9/5)*ln(3))-((1/5)*ln(2))+0 = 0

2*ln(2)+9/5*ln(4)-(2*ln(1))-((9/5)*ln(3))-((1/5)*ln(2)) = 0

2*ln(2)+9/5*ln(4)-(0*2)-((9/5)*ln(3))-((1/5)*ln(2)) = 0

2*ln(2)+9/5*ln(4)-((9/5)*ln(3))-((1/5)*ln(2))+0 = 0

2*ln(2)+9/5*ln(4)-((9/5)*ln(3))-((1/5)*ln(2)) = 0

2*ln(2)+9/5*ln(4)-(9/5*ln(3))-((1/5)*ln(2)) = 0

2*ln(2)+9/5*ln(4)-9/5*ln(3)-(1/5*ln(2)) = 0

9/5*ln(2)-9/5*ln(3)+9/5*ln(4) = 0

L <> R

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