Hint: See how eval works by typing eval(x+2,x=2). term independent of x) in the expansion (2+x)^24, using the eval command, by evaluating the function at x=0. term independent of x) in the expansion (2+x)^24, using the expand command. Find the sum of all the prime factors of the number 20 (include all repeated factors).Check if the number 871 is prime using the isprime command.Try out two new commands in Maple - ifactor for integer factorization and isprime to check if an integer is prime.Then save the file as`lab2.mw` by clicking on `File` and then `save as`. On the first 2 lines, enter your name and student number asĬomments - start the lines with character # to indicate to Maple that these are not to be interpreted as Mathematical statements.You should now see the standard 2-d or math view of Maple.If asked, choose to start a new worksheet. If Maple does not start, let the TA know immediately. Open Maple 12 by clicking on the icon marked as such.Next week onwards, you will log in to Moodle and open the assignment on it. For this week we will not log in to Moodle.The TA will not be able to help you wih account/login/password issues. If you have trouble, ask a system support staff. Log in to a Gauss lab (aka AML) computer.NOTE: Collaboration is NOT allowed for this exercise.Įxercise: Getting familiar with Maple - part 2 This lab exercise is worth 3% of the course. At the end of the lab you should be familiar with entering andĮxiting Maple, getting help and running simple Maple commands. The objective of this exercise is to get you more familiar with Maple for problem-solving and Moodle for submission of your worksheets.

Maple assign factors ifactor