Mathematics
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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
(3.86-0.56)×12+(14.14+0.56)×5+(23.24-14.14)×6+(27.14-23.24)×16+(30.94-27.14)×26=
(1000*1.4^1-1000)/2+1000 (1000*1.4^2-1000)/2+1000 (1000*1.4^3-1000)/2+1000 (1000*1.4^4-1000)/2+1000 (1000*1.4^5-1000)/2+1000 (1000*1.4^6-1000)/2+1000 (1000*1.4^7-1000)/2+1000 (1000*1.4^8-1000)/2+1000 (1000*1.4^9-1000)/2+1000 (1000*1.4^10-1000)/2+1000
(1800*1.4^1-1800)/2+1800 (1800*1.4^2-1800)/2+1800 (1800*1.4^3-1800)/2+1800 (1800*1.4^4-1800)/2+1800 (1800*1.4^5-1800)/2+1800 (1800*1.4^6-1800)/2+1800 (1800*1.4^7-1800)/2+1800 (1800*1.4^8-1800)/2+1800 (1800*1.4^9-1800)/2+1800 (1800*1.4^10-1800)/2+1800
(1000*1.4^10-1000)/2+1000 (1000*1.4^11-1000)/2+1000 (1000*1.4^12-1000)/2+1000 (1000*1.4^13-1000)/2+1000 (1000*1.4^14-1000)/2+1000 (1000*1.4^15-1000)/2+1000 (1000*1.4^16-1000)/2+1000 (1000*1.4^17-1000)/2+1000 (1000*1.4^18-1000)/2+1000 (1000*1.4^19-1000)/2+1000 (1000*1.4^20-1000)/2+1000
(1000*1.4^10-1000)/2+1000 (1000*1.4^11-1000)/2+1000 (1000*1.4^12-1000)/2+1000 (1000*1.4^13-1000)/2+1000 (1000*1.4^14-1000)/2+1000
(1000*1.4^1-1000)/2+1000 (1000*1.4^2-1000)/2+1000 (1000*1.4^3-1000)/2+1000 (1000*1.4^4-1000)/2+1000 (1000*1.4^5-1000)/2+1000 (1000*1.4^6-1000)/2+1000 (1000*1.4^7-1000)/2+1000 (1000*1.4^8-1000)/2+1000 (1000*1.4^9-1000)/2+1000 (1000*1.4^10-1000)/2+1000 (1000*1.4^11-1000)/2+1000 (1000*1.4^12-1000)/2+1000 (1000*1.4^13-1000)/2+1000 (1000*1.4^14-1000)/2+1000
(1000*1.4^9-1000)/2+1000 (1000*1.4^10-1000)/2+1000 (1000*1.4^11-1000)/2+1000
(1000*1.4^9-1000)/2+1000
(1000*1.4^8-1000)/2+1000
1.0×(5236.95+586.39+264.94)+1.0×757.58
(4+sqrt7)/3
18+8
√1.350069444444444
√13.6025
√1.35
√13.6
100/(1+15%)^1+110/(1+15%)^2+120/(1+15%)^3+130/(1+15%)^4+150/(1+15%)^5=
100/(1+13%)^1+110/(1+13%)^2+120/(1+13%)^3+130/(1+13%)^4+150/(1+13%)^5=
100/(1+12%)^1+110/(1+12%)^2+120/(1+12%)^3+130/(1+12%)^4+150/(1+12%)^5=
(1000*1.4^10-1000)/2+1000
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