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:Mathematical operation > History of Inequality Computation
7200/b+2b>240
b^2+3600b-120>0
4-5x>-21
61640289042269.184-5.65*315089Y(237169Y^2-1129514.88)+5.65*896469.6Y = 0
61640289042269.184-315089Y(237169Y^2-1129514.88)+5.65*896469.6Y = 0
61640289042269.184Y-315089Y(237169Y^2-1129514.88)+5.65*896469.6Y = 0
91902.5536*61640289042269.184Y-315089Y(237169Y^2-1129514.88)+5.65*896469.6Y=0
61640289042269.184+315089Y(237169Y^2-1129514.88)+5.65*896469.6Y=0
61640289042269.184-315089Y(237169Y^2+1129514.88)-5.65*896469.6Y=0
61640289042269.184-315089Y(237169Y^2-1129514.88)+5.65*896469.6Y=0
61789761210185.216-315089Y(237169Y^2-1129514.88)+5.65*896469.6Y=0
61789761210185.216-315089Y(237169Y^2-1129514.88+896469.6Y)=0
61640289042269.184+0.647+315089Y(237169Y^2-1129514.88+896469.6Y)=0
61640289042269.184+0.647-315089Y(237169Y^2-1129514.88+896469.6Y)=0
91902.5536Y×61640289042270+0.647-315089Y×(237169Y^2-1129514.88+896469.6Y)5.65=0
91902.5536Y×61640289042270-315089Y×(237169Y^2-1129514.88+896469.6Y)×5.65=0
91902.5536Y×61640289042270-315089Y×(237169Y^2-1129514.88+896469.6Y)5.65=0
0.8335x/(1-0.8335X)=0.3
0.8X/(1-0.8X)=23
(3-x)/(5+x)<0.8x/(1-0.5x)
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