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==equ==
Unary equation
Multivariate equation
==cal==
Solution inequality
Mathematical calculation
Fractional calculation
Mathematical statistics
Resolving prime factor
Fraction and Decimal Interactions
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==LiAl==
Determinant
Matrix multiplication
Inverse matrix
==der==
Derivative function
==img==
Function image
==que==
Q&A
current location:Solving equations online >
On line Solution of Monovariate Equation
> The history of univariate equation calculation
X/112-4.5/45-13/44.7-60/500-15/1650=0.0027(92.5+X)
1/5X + 2/5X + 3/5X + 4/5X + 5/5X = 1
1/26a+2/26a+3/26a+4/26a+5/26a+6/26a+7/26a+8/26a+9/26a+10/26a+11/26a+12/26a+13/26a+14/26a+15/26a+16/26a+17/26a+18/26a+19/26a+20/26a+21/26a+22/26a+23/26a+24/26a+25/26a+26/26a=1
y-y*0.13=1862
X/112-4.5/45-13/44.7-65/500=0.00211(82.5+X)
56*X-(580+40*X)-(56*X*13%-5*X)*12%=0
X/112-4.5/45-13/44.7-65/500=0.0027(82.5+X)
X+(X*5%)+(X+X*5%)=4483800
X0.5+6.4=X1.2
n^2+n-2000=0
X0.5+6.4=X1.2
ln(1-x)/ln(1+x)
0.049*sinx/cos(x-5)+0.01*(1+sinx)=0.05*sin75
0.049*sin(x)=0.54
ln(1+1.25x)-1.25x=ln(1-1.25*0.25*0.0055)-1.25*0.0055
ln(1+1.25x)-1.25x=ln(1-1.25*0.25*0.004)-1.25*0.004
ln(1+1.33x)-1.33x=ln(1-1.33*0.33*0.003)-1.33*0.003
ln(1+1.33x)-1.33x+0.0094=0
x=888+888+18888
9.08-(((2122/((50*x)+(0.15*(x^2)))^2)/19.62)=x
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