Mathematics
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==equ==
Unary equation
Multivariate equation
==cal==
Solution inequality
Mathematical calculation
Fractional calculation
Mathematical statistics
Resolving prime factor
Fraction and Decimal Interactions
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==LiAl==
Determinant
Matrix multiplication
Inverse matrix
==der==
Derivative function
==img==
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==que==
Q&A
current location:Mathematical operation > History of Mathematical Computation
308.15=1147877.5/3950+298.15ln[10^-4*(10^7/(250000-x*200000)-33200)]
0.85*40X+0.15*12X=17000*0.53
0.82*42X+0.18*15X=11183
0.82*42X+0.18*12X=11183
0.82*41X+0.18*12X=11183
20*X+50*X=1200
8*3
8x3
21550*(0.03+24*0.000004748)
25301956*(0.03+6318*0.000004748)
1+2^2+3/2-5/2
1+2^2+3/2+-5/2
1+2+(2×3)
x+1=log(0.6733/0.0031*0.5957/0.0050)/log(2.5696)
1518117.36=25301956*(0.03+6318*x)
4a^3-8a^2+4a=0.5766; 4a^3-8a^2+4a=0.5704; 4a^3-8a^2+4a=0.5544; 4a^3-8a^2+4a=0.5352; 4a^3-8a^2+4a=0.5158;
4a^3-8a^2+4a=0;4a^3-8a^2+4a=0.439;4a^3-8a^2+4a=0.553
4a^3-8a^2+4a=0
0.85*42x+0.15*15x=16521*0.53
0.85*42x+0.15*15x=12576*0.53
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