By Miroslaw Majewski

During this ebook, the writer creates a desirable mosaic of possibilities for educating, studying, and gaining knowledge of arithmetic with the MuPAD machine algebra process. He indicates how one can write intuitive courses and develops interactive environments for exploring arithmetic at assorted degrees. The textual content is predicated on a number of consultant examples from undergraduate arithmetic. the fabric has been generally classroom-tested and will attract either traditionalists and innovators. an internet site with examples, MuPAD graphs, routines and ideas helps the publication.

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**Extra resources for MuPAD Pro Computing Essentials**

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JI . fclp Table of contents Preface . . . Help Pagel! teMatriz atudant: : i aPr.. t: :Kn - bWld a matrix equation .. .. . . . . t""t [or line.. indopendomce of ""dora . . . . . . •....... t: :plotRialllllDD. mmcal approximation to lID integral uoing redangles . . . . . . . . . . . . . . . . . . . . 10 Help page for the student library The MuPAD help browser can be useful for learning about MuPAD Chapter 2: Quick Introduction to MuPAD 21 features. You can search for a given word which is not necessarily a MuPAD command, you can browse the MuPAD manual, tutorial and other files included with your copy of the program.

CONST)· III/protects MY_CONST names(All) • display all names defined in M/~PAD yfun := X -> f(x) • declaratiOIl 0/ a lIew filflctioll subs(%, x=a) . substitutes x- a ill last obtailled output ssume(xTa) • makes assumption about X ssume(xTb,_or) . ;n~d~_ In the above commands, the symbol 'T can be understood as one of - - - - MuPAD 8 Computing Essentials relations <, <=, >, >=, =. Note, <= means:s and >= means 2:. :. :;:b;:;:. -_ _ _ _~_ _ _ _---, You also learned that the separator ":" doesn't allow MuPAD command to display output on the screen while separator " ;" forces output to be displayed on the screen.

Do you think that this is important? Well, let's check it. Imagine that you have a program if x>O then if y>O then z := x*y else z := -x*y end_if else if y>O then z := -x*y else z:=x*y end_if end_if Here you can see properly the structure of the program. You can easily find out which statement is a consequence of each condition. Now imagine that somebody wrote this program this way if x>O then if y>O then z:=x*y else z:=-x*y end else if y>O then z:=-x*y else z:=x*y end end Chapter 4: Programming in MuPAD - Control Structures 47 or even in such a way if x>O then if y>O then z:=x*y else z:=-x*y end else if y>O then z:=-x*y else z:=x*y end end Do you like it?