Mathematics
语言:
中文
Language:English
==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
3a>a^2+a-2
-17x+8x-144>0
3a-3>a^2+2a
1-(1-1/x)/lnx<0.001
-3<
20(100-x)≦400/x+30
x2-5x+4>=0
(1+16*(x+80)/(x+80+2000)+0.8)*0.9>=(1+16*x/(x+2000)+0.15)*1.1
1+16*(x+80)/(x+80+2000)+0.8>=(1+16*(x+80+150)/(x+80+150+2000))
1+16*(x+80)/(x+80+2000)+0.8>=1+16*(x+80+100)/(x+80+100+2000)
1+16*x/(x+2000)+0.8+4>=(1+16*x/(x+2000)+0.15+4)*1.1
1+16*x/(x+2000)+0.8+4>=(1+16*x/(x+2000)+0.15+4)*(1+(0.3-0.1)/2)
1+16*x/(x+2000)+0.8>=1+16*x/(x+2000)+0.15
16*x/(x+2000)+0.8+1>=(1+16*(x+80)/(x+80+2000))
1+16*x/(x+2000)+0.8>=(1+16*(x+80)/(x+80+2000))
1+16*x/(x+2000)+0.8>=(1+16*(x+50)/(x+50+2000))
1+16*x/(x+2000)+0.8>=(1+16*(x+150)/(x+150+2000))
(1+16*x/(x+2000)+0.15)*1.1>=1+16*x/(x+2000)+0.8
(1+16*(x+100)/(x+100+2000))>=1+16*x/(x+2000)+0.8
(1+16*(x+150)/(x+150+2000))>=1+16*x/(x+2000)+0.8
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