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On line Solution of Monovariate Equation：
Input any unary equation directly, and then click the "Next" button to obtain the solution of the equation.
It supports equations that contain mathematical functions.
Input any unary equation directly, and then click the "Next" button to obtain the solution of the equation.
It supports equations that contain mathematical functions.
Current location：Equations > On line Solution of Monovariate Equation > The history of univariate equation calculation
x^3-1=0
0.000934477x^2-0.01961376x+0.952365828-1/0.93496=0
0.000934477x^2-0.01961376x+0.952365828-0.93496=0
1.402841832x^2-0.02844881x-1.48547443-1/0.93496=0
1.402841832x^2-0.02844881x-1.48547443-0.93496=0
1.402841832x^2-0.02844881x-1.48547443-1/0.93496=0
1.402841832x^2-0.02844881x-1.48547443-0.93496=0
1/0.93496=(0.0101*x^2+0.0017639x-0.0040837)*(ln(491/167120))^3+(0.14386x^2+0.018153x-0.088198)*(ln(491/167120))^2+(0.59505x^2+0.03407x-0.65417)*(ln(491/167120))+(0.5818x^2-0.08846x-0.6729)
1/0.93496=(0.0101x^2+0.0017639x-0.0040837)*(ln(491/167120))^3+(0.14386x^2+0.018153x-0.088198)*(ln(491/167120))^2+(0.59505x^2+0.03407x-0.65417)*(ln(491/167120))+(0.5818x^2-0.08846x-0.6729)
1/0.93496=(0.0101x^2+0.0017639x-0.0040837)*(ln(491/167120))^3+(0.14386x^2+0.018153x-0.088198)*(ln(491/167120))^2+(0.59505x^2+0.03407x-0.65417)*(ln(491/167120))+(0.5818x^2-0.08846x-0.6729)
1/0.93496=(0.0101x^2+0.0017639x-0.0040837)*(ln(491/167120))^3+(0.14386x^2+0.018153x-0.088198)*(ln(491/167120))^2+(0.59505x^2+0.03407x-0.65417)*(ln(491/167120))+(0.5818x^2-0.08846x-0.6729)
1/0.93496=(0.0101x^2+0.0017639x-0.0040837)*(ln(491/167.120))^3+(0.14386x^2+0.018153x-0.088198)*(ln(491/167.120))^2+(0.59505x^2+0.03407x-0.65417)*(ln(491/167.120))+(0.5818x^2-0.08846x-0.6729)
0.93496=(0.0101x^2+0.0017639x-0.0040837)*(ln(491/167.120))^3+(0.14386x^2+0.018153x-0.088198)*(ln(491/167.120))^2+(0.59505x^2+0.03407x-0.65417)*(ln(491/167.120))+(0.5818x^2-0.08846x-0.6729)
0.93496=(0.0101x^2+0.0017639x-0.0040837)*(ln(491/167120))^3+(0.14386x^2+0.018153x-0.088198)*(ln(491/167120))^2+(0.59505x^2+0.03407x-0.65417)*(ln(491/167120))+(0.5818x^2-0.08846x-0.6729)
0.16X-0.1X^2=0.04
2058.797/2327.66=1.61217（1.13111-1.74756^（-1.49291*（x）^2.535334)-0.075187*(x)^1.135826)
1/1.093442=(0.0101x^2+0.0017639x-0.0040837)*(ln(546.139732/96885.40651))^3+(0.14386x^2+0.018153x-0.088198)*(ln(546.139732/96885.40651))^2+(0.59505x^2+0.03407x-0.65417)*(ln(546.139732/96885.40651))+(0.5818x^2-0.08846x-0.6729)
1.093442=(0.0101x^2+0.0017639x-0.0040837)*(ln(546.139732/96885.40651))^3+(0.14386x^2+0.018153x-0.088198)*(ln(546.139732/96885.40651))^2+(0.59505x^2+0.03407x-0.65417)*(ln(546.139732/96885.40651))+(0.5818x^2-0.08846x-0.6729)
2058.797/2327.66=1.61217（1.13111-1.74756^（-1.49291*（1/x）^2.535334)-0.075187*(1/x)^1.135826)
x/√x^2-1
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0.000934477x^2-0.01961376x+0.952365828-1/0.93496=0
0.000934477x^2-0.01961376x+0.952365828-0.93496=0
1.402841832x^2-0.02844881x-1.48547443-1/0.93496=0
1.402841832x^2-0.02844881x-1.48547443-0.93496=0
1.402841832x^2-0.02844881x-1.48547443-1/0.93496=0
1.402841832x^2-0.02844881x-1.48547443-0.93496=0
1/0.93496=(0.0101*x^2+0.0017639x-0.0040837)*(ln(491/167120))^3+(0.14386x^2+0.018153x-0.088198)*(ln(491/167120))^2+(0.59505x^2+0.03407x-0.65417)*(ln(491/167120))+(0.5818x^2-0.08846x-0.6729)
1/0.93496=(0.0101x^2+0.0017639x-0.0040837)*(ln(491/167120))^3+(0.14386x^2+0.018153x-0.088198)*(ln(491/167120))^2+(0.59505x^2+0.03407x-0.65417)*(ln(491/167120))+(0.5818x^2-0.08846x-0.6729)
1/0.93496=(0.0101x^2+0.0017639x-0.0040837)*(ln(491/167120))^3+(0.14386x^2+0.018153x-0.088198)*(ln(491/167120))^2+(0.59505x^2+0.03407x-0.65417)*(ln(491/167120))+(0.5818x^2-0.08846x-0.6729)
1/0.93496=(0.0101x^2+0.0017639x-0.0040837)*(ln(491/167120))^3+(0.14386x^2+0.018153x-0.088198)*(ln(491/167120))^2+(0.59505x^2+0.03407x-0.65417)*(ln(491/167120))+(0.5818x^2-0.08846x-0.6729)
1/0.93496=(0.0101x^2+0.0017639x-0.0040837)*(ln(491/167.120))^3+(0.14386x^2+0.018153x-0.088198)*(ln(491/167.120))^2+(0.59505x^2+0.03407x-0.65417)*(ln(491/167.120))+(0.5818x^2-0.08846x-0.6729)
0.93496=(0.0101x^2+0.0017639x-0.0040837)*(ln(491/167.120))^3+(0.14386x^2+0.018153x-0.088198)*(ln(491/167.120))^2+(0.59505x^2+0.03407x-0.65417)*(ln(491/167.120))+(0.5818x^2-0.08846x-0.6729)
0.93496=(0.0101x^2+0.0017639x-0.0040837)*(ln(491/167120))^3+(0.14386x^2+0.018153x-0.088198)*(ln(491/167120))^2+(0.59505x^2+0.03407x-0.65417)*(ln(491/167120))+(0.5818x^2-0.08846x-0.6729)
0.16X-0.1X^2=0.04
2058.797/2327.66=1.61217（1.13111-1.74756^（-1.49291*（x）^2.535334)-0.075187*(x)^1.135826)
1/1.093442=(0.0101x^2+0.0017639x-0.0040837)*(ln(546.139732/96885.40651))^3+(0.14386x^2+0.018153x-0.088198)*(ln(546.139732/96885.40651))^2+(0.59505x^2+0.03407x-0.65417)*(ln(546.139732/96885.40651))+(0.5818x^2-0.08846x-0.6729)
1.093442=(0.0101x^2+0.0017639x-0.0040837)*(ln(546.139732/96885.40651))^3+(0.14386x^2+0.018153x-0.088198)*(ln(546.139732/96885.40651))^2+(0.59505x^2+0.03407x-0.65417)*(ln(546.139732/96885.40651))+(0.5818x^2-0.08846x-0.6729)
2058.797/2327.66=1.61217（1.13111-1.74756^（-1.49291*（1/x）^2.535334)-0.075187*(1/x)^1.135826)
x/√x^2-1
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