Mathematics
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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
Lenders ToolBox
==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
((a*34.51*365+a*34.51*365/12*1*0.015)*95%*99%-(a*34.51*365+a*34.51*365/12*1*0.015)*95%*99%*21.9%+(a*34.51*365+a*34.51*365/12*1*0.015)*95%*99%*3%+(2850*34.51*2%)+(2850*34.51*0.2%))*21.5=472097
((a*34.51*365+(a*34.51*365/12*1*0.015)*95%*99%)-(a*34.51*365+(a*34.51*365/12*1*0.015)*95%*99%)*21.9%+(a*34.51*365+(a*34.51*365/12*1*0.015)*95%*99%)*3%+(2850*34.51*2%)+(2850*34.51*0.2%))*21.5=472097
((a*34.51*365+a*34.51*365/12*1*0.015*95%*99%)-(a*34.51*365+a*34.51*365/12*1*0.015*95%*99%)*21.9%+(a*34.51*365+a*34.51*365/12*1*0.015*95%*99%)*3%+(2850*34.51*2%)+(2850*34.51*0.2%))*(1.028^38-1)/(6%-2.8%)=621180
((a*34.51*365+a*34.51*365/12*1*0.015*95%*99%)-(a*34.51*365+a*34.51*365/12*1*0.015*95%*99%)*21.9%+(a*34.51*365+a*34.51*365/12*1*0.015*95%*99%)*3%+(2850*34.51*2%)+(2850*34.51*0.2%))/(6%-2.8%)*(1.028^38-1)=621180
((a*34.51*365+(a*34.51*365/12*1*0.015)*95%*99%)-(a*34.51*365+(a*34.51*365/12*1*0.015)*95%*99%)*21.9%+(a*34.51*365+(a*34.51*365/12*1*0.015)*95%*99%)*3%+(2850*34.51*2%)+(2850*34.51*0.2%))/(6%-2.8%)*(1.028^38-1)=621180
(15+1.5)/(1+x)-14=0
x=86000+10%×x+(x×6.72%)
1744.31+123X*4=4091.36*123
x^2-1.33x+0.412=0
x=0.05x+0.0672x+86000
π*(420^2-74^2)=X*4*0.042
x=0.1x+0.0672x+86000
π*(D^2-74^2)=2000000*4*0.042
200/135+800/141-X/1000=0.005(1060+X)
200/135+800/141-X/1000=1060+X
lnx²
x^2+2x+2
x^2+2x+2
1000-1500x=400
0.75-(x/125)^0.714*0.75=0.39
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