User Manual
Page 795
...8225;2 2 {1 1/2 0} {1 ‡2 2 0} ‡2 2 ‡2 2 cos(squareMatrix1) ⇒ squareMatrix In Radian angle mode: Returns the matrix cosine of A. Compute the eigenvalues (li) and eigenvectors (Vi) of squareMatrix1. Also, it cannot have symbolic variables that have not been assigned a value. 2. Then A = X B Xê and f(A) = X... f(B) Xê. Appendix A: Functions and Instructions 795 This is not the same as calculating the cosine of all elements in list1. cos(list1) returns a list of the cosines of each element. When a scalar function f(A) ...
...8225;2 2 {1 1/2 0} {1 ‡2 2 0} ‡2 2 ‡2 2 cos(squareMatrix1) ⇒ squareMatrix In Radian angle mode: Returns the matrix cosine of A. Compute the eigenvalues (li) and eigenvectors (Vi) of squareMatrix1. Also, it cannot have symbolic variables that have not been assigned a value. 2. Then A = X B Xê and f(A) = X... f(B) Xê. Appendix A: Functions and Instructions 795 This is not the same as calculating the cosine of all elements in list1. cos(list1) returns a list of the cosines of each element. When a scalar function f(A) ...
User Manual
Page 815
...;ë3 1 2 ë6 95 2 ë 5 7 are normalized, meaning that an eigenvector is then reduced to an eigenvalue. Program segment: © :If choice=1 Then : Goto option1 : ElseIf choice=2 Then : Goto option2 : ElseIf choice=3 Then : Goto option3 : ElseIf... possible. EndFor See For, page 822. ElseIf CATALOG See also If, page 830. eigVl( ) MATH/Matrix menu eigVl(squareMatrix) ⇒ list Returns a list of the eigenvalues of a real or complex squareMatrix. Note that if V = [x1, x2, ... , xn], then: x1 2 + x2 2 + ... + xn 2 = 1 eigVc(...
...;ë3 1 2 ë6 95 2 ë 5 7 are normalized, meaning that an eigenvector is then reduced to an eigenvalue. Program segment: © :If choice=1 Then : Goto option1 : ElseIf choice=2 Then : Goto option2 : ElseIf choice=3 Then : Goto option3 : ElseIf... possible. EndFor See For, page 822. ElseIf CATALOG See also If, page 830. eigVl( ) MATH/Matrix menu eigVl(squareMatrix) ⇒ list Returns a list of the eigenvalues of a real or complex squareMatrix. Note that if V = [x1, x2, ... , xn], then: x1 2 + x2 2 + ... + xn 2 = 1 eigVc(...
User Manual
Page 981
..., draw contour . . 400, 632, 815 dtime window variable 418 E E, exponent 15, 815 e, natural log base 277 e^( ), e to a power 815 editing 172 eigVc( ), eigenvector 816 eigVl( ), eigenvalue 816 else if, ElseIf 478, 607 Else, else 831 else, Else 607 ElseIf, else if 607, 816 end custom, EndCustm 621, 803 dialog, EndDlog 621...
..., draw contour . . 400, 632, 815 dtime window variable 418 E E, exponent 15, 815 e, natural log base 277 e^( ), e to a power 815 editing 172 eigVc( ), eigenvector 816 eigVl( ), eigenvalue 816 else if, ElseIf 478, 607 Else, else 831 else, Else 607 ElseIf, else if 607, 816 end custom, EndCustm 621, 803 dialog, EndDlog 621...