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
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-arctan(0.12×23.894)-arctan(0.02×23.894)-arctan(1/0.205×23.894)-arctan(1/23.894×23.894)+arctan(1/1.3×23.894)+arctan(1/7.073×23.894) =
-90-arctan(0.12×8.33)-arctan(0.02×8.33)-arctan(1/0.205×8.33)-arctan(1/23.894×8.33)+arctan(1/1.3×8.33)+arctan(1/7.073×8.33) =
-90-arctan(0.12×7.073)-arctan(0.02×7.073)-arctan(1/0.205×7.073)-arctan(1/23.894×7.073)+arctan(1/1.3×7.073)+arctan(1/7.073×7.073) =
-90-arctan(0.12×1.3)-arctan(0.02×1.3)-arctan(1/0.205×1.3)-arctan(1/23.894×1.3)+arctan(1/1.3×1.3)+arctan(1/7.073×1.3) =
-90-arctan(0.12×1.3)-arctan(0.02×1.3)-arctan(1/0.205×0.1.3)-arctan(1/23.894×1.3)+arctan(1/1.3×1.3)+arctan(1/7.073×1.3) =
-90-arctan(0.12×0.205)-arctan(0.02×0.205)-arctan(1/0.205×0.205)-arctan(1/23.894×0.205)+arctan(1/1.3×0.205)+arctan(1/7.073×0.205) =
-90-arctan(0.12×0.205)-arctan(0.02×0.205)-arctan(1/0.205×0.205)-arctan(1/23.894×0.205)+arctan(1/1.3×0.205)+arctan(1/7.073×0.205) =
-90-arctan(0.12×0.1)-arctan(0.02×0.1)-arctan(1/0.205×0.1)-arctan(1/23.894×0.1)+arctan(1/1.3×0.1)+arctan(1/7.073)×0.1 =
0-44444+9992
3+8677
3+8
-arctan0.1×0.1-arctan0.01×0.1-arctan(1/0.375)×0.1-arctan(1/84.85)×0.1+arctan(1/3)0.1+arctan(1/10.61)×0.1 =
(48.9735-48.9671)/(50*0.0011996824)
9.58*(14.8+4.46+13.4+16.14+16.96)+(14.8+16.14)*16.96+16.9*2-3.14*3.14*3.14
90-atan(0.2×0.12)atan(0.02×0.2)
0¼/0¾
6.3*1.5+1.33*0.75
6.3*1.5+1 1/3*0.75
-90-arctan0.12×7.073-arctan0.02×7.073-arctan(1/0.205)7.073-arctan(1/23.894)7.073+arctan(1/1.3)7.073+arctan(1/7.073)7.073=
-90-arctan0.12×300-arctan0.02×300-arctan(1/0.205)300-arctan(1/23.894)300+arctan(1/1.3)300+arctan(1/7.073)300=
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