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:Solving equations online >
On line Solution of Monovariate Equation
> The history of univariate equation calculation
(150*(1-x)+50*x)*46*0.5=(200*(1-x)+40*x)*66*0.5
(150*(1-x)+50*x)*46*0.5=(200*(1-x)+40*x)*66*0.5
(150*(1-x)+50*x)*46*0.5=(200*(1-x)+40*x)*66*0.5
(150*(1-x)+50*x)*46*0.5=(200*(1-x)+40*x)*66*0.5
(150*(1-x)+50*x)*46*0.5=(200*(1-x)+40*x)*66*0.5
(150*(1-x)+50*x)*46*0.5=(200*(1-x)+40*x)*66*0.5
(150*(1-x)+50*x)*46*0.5=(200*(1-x)+40*x)*66*0.5
22.5*√19.62*((x-554.08)^1.5)+(2.60685*√(19.62*(x-525))) = 2122
22.5*√19.62*((x-554.08)^1.5)+(2.60685*√(19.62*(x-525)))
(150*(1-x)+50*x)*47*0.5=(200*(1-x)+40*x)*66*0.5
3x^3+16x^2+26x+16=0
(1+i/2)∧20=2
(1+i/2)∧20=2
x^3+x^2+6*x=8
282719705.9/x=288618566.35/1083743907.29
282719705.9/x=288618566.35/1083743907.29
(x-2)×(x+2)×(x+2)×(x+2)=-16
K=2606.5+104.26+0.01K+60.86+0.0002K+554.21+0.0020K+0.0529K
K=2606.5+104.26+0.01K+60.86+0.0002K+831.32+0.0031K+0.0529K
115.00×[(1+0.0435)^1-1]+(2300+150+20+21.5+78.20+0.01K)[(1+0.0435)^0.5-1]
Home page
<<
page1203
page1204
page1205
page1206
page1207
... ...
page1209
page1210
page1211
page1212
page1213
>>
Last page
31237 pages in total