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==equ==
Unary equation
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==cal==
Solution inequality
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Resolving prime factor
Fraction and Decimal Interactions
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==LiAl==
Determinant
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==der==
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==img==
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==que==
Q&A
current location:Mathematical operation > History of Mathematical Computation
x[1200-30(x-30)]=36750
[(110.8-110)2+(109.4-110)2+(111.2-110)2+(109.5-110)2+(109.1-110)2]/5
(110.8-110)2+(109.4-110)2+(111.2-110)2+(109.5-110)2+(109.1-110)2
(109.4-110)2
(110.8-110)2
1.095909+0.1(1.095909-(2*0.1)/1.095909)
1.095909+0.1(1.18725-(2*0.2)/1.18725)
1.095909+0.1(1.095909-(2*0.1)/1.095909
(1.1+1.091818)/2
(1.1+1.191818)/2
1.435133+0.1*(1.435133-(2*0.5)/1.435133)
1.358213+0.1*(1.358213-(2*0.4)/1.358213)
1.277438+0.1*(1.277438-(2*0.3)/1.277438)
1.191818+0.1*(1.191818-(2*0.2)/1.191818)
1.1+0.1*(1.1-(2*0.1)/1.1)
(x^2-3x+2)*(x-3)
0.05/(1+0.05a)-0.1/(1+0.1a)
1/3.1313131313131313131313
666^6
X+8% = 125896
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