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
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On line Solution of Monovariate Equation
> The history of univariate equation calculation
(0.95*P-11)*50000-67500=103550
(0.95*P-11)*50000-67500=103550
(0.95*P-11)*50000-67500=103550
(0.95*P-11)*50000-67500=133525
x*x+x=0
a*a-3=2*a
(e∧2)÷(1-a)=4.05*10∧-10
x×x+1.4x×1.4x=49
0.292=(0+20676.84+x+((0+20676.84+x)/(0+265000)*(-665000))+61944.65)/(0+265000+(-665000)+287602)
0.292=(0+20676.84+x+((0+20676.84+x)/(0+265000)*(-665000))+61944.65)/(0+265000+(-665000)+287602)
1173.54=1000(1+x/4)∧4*(1-x/4)∧(-4)
x=0.483×0.95×4.43×9.2^(3/2)
0.483×0.95×19.62^(1/2)×x^(3/2)=35.23
47613.245=8581.48+X-(((8581.48+X)/265000)*665000)+28826.6
x^3=300.19
47613.245=8581.48+X+(((8581.48+X)/265000)*(-665000))+28826.6
47613.245=(8581.48+X+((8581.48+X)/265000)*(-665000)+28826.6)
9684.42660632789=-(8581.48+X+((8581.48+X)/265000)*(-665000)+28826.6)
-9684.42660632789=8581.48+X+((8581.48+X)/265000)*(-665000)+28826.6
(-9684.42660632789)=8581.48+X+((8581.48+X)/265000)*(-665000)+28826.6
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