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current location:Solving equations online >
On line Solution of Monovariate Equation
> The history of univariate equation calculation
e^x=501
e^x = 101
e^x=100
{10*【(1-x/544)-(-0.8)】/【1.54-(-0.8)】+90}*0.03-{【10*(0.22-0.01)/(x/1600-0.01)】+90}*0.07+4=0
e^x=7000
0.4*e^x+0.6-e^(0.9*x)=0
7+{10*【(1-x/544)-(-0.8)】/【1.54-(-0.8)】+90}*0.03=3+{【10*(0.22-0.01)/(x/1600-0.01)】+90}*0.07
4+{10*【(1-x/544)-(-0.8)】/【1.54-(-0.8)】+90}*0.03={【10*(0.22-0.01)/(x/1600-0.01)】+90}*0.07
7+{10*【(1-x/544)-(-0.8)】/【1.54-(-0.8)】+90}*0.03=3+{【10*(0.22-0.01)/(x/1600-0.01)】+90}*0.07
7+{10*【(1-x/544)-(-0.8)】/【1.54-(-0.8)】+90}*0.03=3+{【10*(0.22-0.01)/(x/1600-0.01)】+90}*0.07
arctan(x)+arctan(0.2x)=90
157838÷12000=x÷125938
(1-x)^0.5
A=29498400+110160+10000000*0.005+20000000*0.002+(A-30000000)*0.0015+A*0.06+0.0072*A
A=29498400+110160+A*0.0015+A*0.06+0.0072*A
(5x+109)x=2500
(7+5x)x=2500
X+9.10*X^0.4=117.51
x/e^x=4/e^4
X+13.45X^0.4=157.47
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