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
10-4x+12≥2(x-1)
18a+0.8*18*(15-a)+18a+13*(30-a)≥122
lgx/x-2>0
x/x-2>0
x÷x-2>0
abs(600-40x)>=180
5x^2+2x+3-(4x^2+3x-1)≤0
x^2-x+4≤0
2/x-3
(0.3x+0.4)/0.3-(0.1x-0.2)/0.2>x-1/6
0.3>1x
x÷2-1<0
3(x+1)≥x-1
862+587n+(214n+22n^2)*(214n+7.3n^2)/(428+44n)+(13.6+n)*41+(8.9+n)*319.5-1.2[3628+1057n+(285n+3.7n^2)*(285n+1.23n^2)/(285+3.7n)]>=0
1448+837n+(240n+25n^2)*(240n+17n^2)/(480+50n)+(13.4+n)*35.8+(9.7+n)*319.5-1.2[4496+1212n+(214n+3.6n^2)*(214n+1.2n^2)/(214+7.3n)]>=0
862+587n+(213.6n+22n^2)*(213.6n+22n^2)/(427+22n)+(1.5+n)*41.3+(13.7+n)*319.5-1.2[3628+1057n+(285n+3.7n^2)*(285n+1.24n^2)/(285+3.73n)]>=0
1449+837n+(25n^2+240n)*(50n^2+240n)/(480+51n)+35.8*(14.4+n)+325*(11.1+n)-1.2[4496+1211n+(214n+3.6n^2)*(214n+7.3n^2)/(428+7.3n)] >= 0
1449+837n+(25n^2+240n)*(50n^2+240n)/(480+51n)+35.8*(13.6+n)+325*(11.1+n)-1.2[4496+1211n+(214n+3.6n^2)*(214n+7.3n^2)/(428+7.3n)] >= 0
1448.5+837n+(25n^2+240n)*(50n^2+240n)/(480+51n)+35.8*(13.6+n)+325*(9+n)-1.2[4496+1211n+(214n+3.6n^2)*(214n+7.3n^2)/(428+7.3n)] >= 0
542.9+382n+(18n^2+153n)*(38n^2+153n)/(306+38n)+47*(13.6+n)+322*(9+n)-1.2[3858+1011n+(199n+4.5n^2)*(199n+3n^2)/(400+9n)] >= 0
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