Mathematics
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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
-90-arctan0.1×5-arctan0.01×5-arctan(1/0.375)5-arctan(1/84.85)5+arctan(1/3)5+arctan(1/10.61)5=
-90-arctan0.1×3-arctan0.01×3-arctan(1/0.375)3-arctan(1/84.85)3+arctan(1/3)3+arctan(1/10.61)3=
-90-arctan0.1×1-arctan0.01×1-arctan(1/0.375)-arctan(1/84.85)+arctan(1/3)+arctan(1/10.61)=
-90-arctan0.1×0.8-arctan0.01×0.8-arctan(1/0.375)0.8-arctan(1/84.85)0.8+arctan(1/3)0.8+arctan(1/10.61)0.8=
-90-arctan0.1×0.7-arctan0.01×0.7-arctan(1/0.375)0.7-arctan(1/84.85)0.7+arctan(1/3)0.7+arctan(1/10.61)0.7=
-90-arctan0.1×0.5-arctan0.01×0.5-arctan(1/0.375)0.5-arctan(1/84.85)0.5+arctan(1/3)0.5+arctan(1/10.61)0.5 =
-90-arctan0.1×0.375-arctan0.01×0.375-arctan(1/0.375)0.375-arctan(1/84.85)0.375+arctan(1/3)0.375+arctan(1/10.61)0.375 =
-90-arctan0.1×0.1-arctan0.001-arctan(1/0.375)0.1-arctan(1/84.85)0.1+arctan(1/3)0.1+arctan(1/10.61)0.1 =
20lg180-20lg100-20lg50-20lg16.667
(250×√((98.07÷3)^2+1)×√((98.07÷10.61)^2+1))÷(98.07×√(9.807^2+1)×√(0.9807^2+1)×√((98.07÷0.375)^2+1)×√((98.07÷84.85)^2+1)) =
√2
lg10
-90-arctan35-arctan3.5
-90-arctan 35-arctan 3.5
-90-arctan 35-arctan 3.5
0.02/(1000((0.01*1000^2+1)(0.0001*1000^2+1))^0.5)
0.02/(800((0.01*800^2+1)(0.0001*800^2+1))^0.5)
0.02/(500((0.01*500^2+1)(0.0001*500^2+1))^0.5)
0.02/(300((0.01*300^2+1)(0.0001*300^2+1))^0.5)
0.02/(200((0.01*200^2+1)(0.0001*200^2+1))^0.5)
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