3(1/2)^4-2(1/2)^3+5(1/2)^2+1

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


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

1/16*3-(2*(1/2)^3)+5*(1/2)^2+1 = 0

5*(1/2)^2-(2*(1/2)^3)+3/16+1 = 0

5*(1/2)^2-(1/8*2)+3/16+1 = 0

5*(1/2)^2-1/4+3/16+1 = 0

5*(1/2)^2-1/16+1 = 0

1/4*5-1/16+1 = 0

1-1/16+5/4 = 0

1+19/16 = 0

35/16 = 0

L <> R

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