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APPENDIX
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Cross[v1, v2] returns the cross product of v1 and v2. (This applies to three-dimensional vectors only.) The cross product symbol, , can be inserted into the calculation by typing (without spaces) the key sequence [ESC]c-r-o-s-s[ESC] . D[f[x], x] returns the derivative of f with respect to x. D[f[x], {x, n}] returns the nth derivative of f with respect to x. D[f, x]or xf (on the Basic Math Input palette) returns f/ x, the partial derivative of f with respect to x. D[f,{x, n}] or {x, n}f returns nf/ xn, the nth order partial derivative of f with respect to x. kf D[f, x1, x2, ..., xk] or x ,x ,...,x f returns the mixed partial derivative .
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D[f,{x1, n1}, {x2, n2},..., {xk, nk}] or {x ,n },{x ,n },...,{x ,n }f returns the partial derivative
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Decrement[x] or x decreases the value of x by 1 but returns the old value of x. Degree is equal to Pi/180 and is used to convert degrees to radians. Delete[list, n] deletes the element in the nth position of list. Delete[list, n] deletes the element in the nth position from the end of list. Delete[list, {{p1},{p2},...}] deletes the elements in positions p1, p2, ... Delete[list,{p, q}] deletes the element in position q of part p. Delete[list,{{p1, q1},{p2,q2}, . . .] deletes the elements in position q1 of part p1, position q2 of part p2, . . . Denominator[ fraction] returns the denominator of fraction. DensityPlot[f[x, y], {x, xmin, xmax}, {y, ymin, ymax}] draws a density plot of f(x, y) in a rectangle determined by xmin, xmax, ymin, and ymax. Depth[list] returns one more than the number of levels in the list structure. Raw objects, i.e., objects that are not lists, have a depth of 1. Derivative[n] is a functional operator that acts on a function to produce a new function, namely, its nth derivative. Derivative[n][f] gives the nth derivative of f as a pure function and Derivative[n][f][x]will compute the nth derivative of f at x. Derivative[n 1 , n 2 , ..., n k ][f] gives the partial derivative
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where
. n1 + n2 + ... + nk = n. It returns a pure function that may then be evaluated at [x1, x2, ..., xk] Det[matrix] computes the determinant of matrix. DiagonalMatrix[list] creates a diagonal matrix whose diagonal entries are the elements of list. DiracDelta[t] returns (t ) , the Dirac delta function that satisfies (t ) = 0 if t 0, (t )dt = 1 . Divide[a, b] computes the quotient of a and b. Only two arguments are permitted. Divide[a, b] is equivalent to a/b. DivideBy[x,y] or x /= y divides x by y and returns the new value of x. Do[expression,{k}] evaluates expression precisely k times. Do[expression,{i, imax}] evaluates expression imax times with the value of i changing from 1 to imax in increments of 1. Do[expression,{i, imin, imax}] evaluates expression with the value of i changing from imin to imax in increments of 1. Do[expression,{i, imin, imax, increment}] evaluates expression with the value of i changing from imin to imax in increments of increment. Do[expression,{i, imin, imax}, {j, jmin, jmax}] evaluates expression with the value of i changing from imin to imax and j changing from jmin to jmax in increments of 1. The variable i changes by 1 for each cycle of j. This is known as a nested Do loop. Do[expression,{i, imin, imax, i_increment}, {j, jmin, jmax, j_increment}, ...,] forms a nested Do loop allowing for incrimination values other than 1. Drop[list, n] returns list with its first n objects deleted. Drop[list, n] returns list with its last n objects deleted. Drop[list, {n}] returns list with its nth object deleted. Drop[list, { n}] returns list with the nth object from the end deleted. Drop[list, {m, n}] returns list with objects m through n deleted.
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