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==equ==
Unary equation
Multivariate equation
==cal==
Solution inequality
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Fractional calculation
Mathematical statistics
Resolving prime factor
Fraction and Decimal Interactions
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==LiAl==
Determinant
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==der==
Derivative function
==img==
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==que==
Q&A
current location:Solving equations online >
On line Solution of Monovariate Equation
> The history of univariate equation calculation
a=arccos0.5
0.5=cosa
√x-1
100000/(0.8x+5x+10x0)
x^9+((-5)-19)*x^8+(16*5+153)*x^7+((-106*5)-680)*x^6+(376*5+1820)*x^5+((-771*5)-3001)*x^4+(920*5+2985)*x^3+((-610*5)-1660)*x^2+(200*5+425)*x-25*5-25=0
(26.807+x)×0.85=53.614+70.221-x
(26.807+x)×0.85=53.614+71.221-x
(26.807+x)×0.85=53.614+72.221-x
(26.807+x)×0.85=53.614+73.221-x
(26.807+x)×0.85=53.614+69.221-x
(x^7+((-2)-15)*x^6+(12*2+90)*x^5+((-55*2)-275)*x^4+(120*2+449)*x^3+((-127*2)-371)*x^2+(60*2+126)*x-10*2-8)=0
-arctanx-arctan(x/50)=-90
0.5x/(sqrt(2)*sqrt(5/4))=3.14/2
arctan0.5x-90-arctan2x-arctan0.05x=-180
-57.3x-90-arctan1-arctan0.5=-180
-57.3x-90-arctan1-arctan0.5
(15÷h)²=2×9.807(5-h)+9
(15÷h)²=2×9.807(5-h)+2.8×2.8
2s^3+17s^2+28s-15=0
arctan0.1x-arctan2x-arctanx = 90
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