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Views: 168833Image: ubuntu2004
approx: 0.102440442408508
error: 1.93795829371e-05
mu: [
x == 1/158400*(-I*sqrt(3)*1702823^(2/3) - 800*198^(2/3) - 1702823^(2/3))*198^(1/3),
x == 1/158400*(I*sqrt(3)*1702823^(2/3) - 800*198^(2/3) - 1702823^(2/3))*198^(1/3),
sqrt(x + 1) == 1/3960*(-1)^(1/3)*198^(2/3)*1702823^(1/3)
]
1.00000000000000
approx: 0.102459819242567
error: 2.74887818064e-09
mu: [
x == 1/307199999*(363784763^(2/7)*e^(4/7*I*pi) - 307199999^(2/7))*307199999^(5/7),
x == -1/307199999*(307199999^(2/7)*e^(6/7*I*pi) - 363784763^(2/7))*307199999^(5/7)*e^(-6/7*I*pi),
x == -1/307199999*(307199999^(2/7)*e^(2/7*I*pi) - 363784763^(2/7))*307199999^(5/7)*e^(-2/7*I*pi),
x == 1/307199999*(363784763^(2/7)*e^(2/7*I*pi) - 307199999^(2/7))*307199999^(5/7),
x == 1/307199999*(363784763^(2/7)*e^(6/7*I*pi) - 307199999^(2/7))*307199999^(5/7),
x == -1/307199999*(307199999^(2/7)*e^(4/7*I*pi) - 363784763^(2/7))*307199999^(5/7)*e^(-4/7*I*pi),
sqrt(x + 1) == 1/307199999*(-1)^(1/7)*307199999^(6/7)*363784763^(1/7)
]
approx: 0.102459820769143
error: 1.22230135735e-09
mu: [
x == 1/10800000*(409064423^(2/7)*e^(4/7*I*pi) - 4*2700000^(2/7))*2700000^(5/7),
x == -1/10800000*(4*2700000^(2/7)*e^(6/7*I*pi) - 409064423^(2/7))*2700000^(5/7)*e^(-6/7*I*pi),
x == -1/10800000*(4*2700000^(2/7)*e^(2/7*I*pi) - 409064423^(2/7))*2700000^(5/7)*e^(-2/7*I*pi),
x == 1/10800000*(409064423^(2/7)*e^(2/7*I*pi) - 4*2700000^(2/7))*2700000^(5/7),
x == 1/10800000*(409064423^(2/7)*e^(6/7*I*pi) - 4*2700000^(2/7))*2700000^(5/7),
x == -1/10800000*(4*2700000^(2/7)*e^(4/7*I*pi) - 409064423^(2/7))*2700000^(5/7)*e^(-4/7*I*pi),
sqrt(x + 1) == 1/5400000*(-1)^(1/7)*2700000^(6/7)*409064423^(1/7)
]
approx: 0.102459821990859
error: 5.85295700795e-13
mu: [
x == 1/1310719999999*(1708538092185^(2/11)*e^(4/11*I*pi) - 1310719999999^(2/11))*1310719999999^(9/11),
x == 1/1310719999999*(1708538092185^(2/11)*e^(8/11*I*pi) - 1310719999999^(2/11))*1310719999999^(9/11),
x == -1/1310719999999*(1310719999999^(2/11)*e^(10/11*I*pi) - 1708538092185^(2/11))*1310719999999^(9/11)*e^(-10/11*I*pi),
x == -1/1310719999999*(1310719999999^(2/11)*e^(6/11*I*pi) - 1708538092185^(2/11))*1310719999999^(9/11)*e^(-6/11*I*pi),
x == -1/1310719999999*(1310719999999^(2/11)*e^(2/11*I*pi) - 1708538092185^(2/11))*1310719999999^(9/11)*e^(-2/11*I*pi),
x == 1/1310719999999*(1708538092185^(2/11)*e^(2/11*I*pi) - 1310719999999^(2/11))*1310719999999^(9/11),
x == 1/1310719999999*(1708538092185^(2/11)*e^(6/11*I*pi) - 1310719999999^(2/11))*1310719999999^(9/11),
x == 1/1310719999999*(1708538092185^(2/11)*e^(10/11*I*pi) - 1310719999999^(2/11))*1310719999999^(9/11),
x == -1/1310719999999*(1310719999999^(2/11)*e^(8/11*I*pi) - 1708538092185^(2/11))*1310719999999^(9/11)*e^(-8/11*I*pi),
x == -1/1310719999999*(1310719999999^(2/11)*e^(4/11*I*pi) - 1708538092185^(2/11))*1310719999999^(9/11)*e^(-4/11*I*pi),
sqrt(x + 1) == 1/1310719999999*(-1)^(1/11)*1310719999999^(10/11)*1708538092185^(1/11)
]
approx: 0.100000000000000
error: 0.00245982199144
approx: 0.100826502273256
error: 0.00163331971819
approx: 0.101232243887536
error: 0.00122757810391
approx: 0.101478948131835
error: 0.000980873859609
0.000980873859609