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 Mathematical Computation
[(8000+1525×2+1050+12×12×2)×6]×2=
[(8000+1525×2+1050-50×2)/150+1]×2=
[(8000+1525×2+1050+12×18×2)×4]×2=
[(8000+1525×2+1050+250×2-35×2+15×18×2)×4]×2=
(4700-150+12×12×2)×4=
(4700-50×2)/200+1=
(4700-150+12×16×2)×3=
(4700+300+300-35×2+15×18×2)×2=
((1.8203125+0.244140625*(1-0.208)*4.752^-1)*0.625^3)/54
((1.8203125+0.244140625*(1-0.208^18)*4.752^-1)*0.625^20)/54
((1.8203125+0.244140625*(1-0.208^98)*4.752^-1)*0.625^100)/54
((1.8203125+0.244140625*(1-0.208^8)*4.752^-1)*0.625^10)/54
((1.8203125+0.244140625*(1-0.208^3)*4.752^-1)*0.625^5)/54
(1.8203125+0.244140625*(1-0.208)*4.752^-1)*0.625^3
5000-125+12×12×2+2199-300-125+12×12×2=
(2199-50×2)/100+1=
[(250-20×2)+(500-50×2)]×2+11.9×8=
(5000-50×2)/200+1=
[(5000-125)+12×16×2]×3+[(2199-300-125)+12×16×2]×3=
[(5000+125+300-35×2)+15×18]×2+[(2199+125-35×2)+15×18×2]×3=
Home page
<<
page1977
page1978
page1979
page1980
page1981
... ...
page1992
page1993
page1994
page1995
page1996
>>
Last page
3377 pages in total