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These are my first steps with the maple software and there is the following problem to answer.


a) I have to define a sequence L who is dividing a interval between [0,2*pi] in 20 sub intervals.

    The output of the different values should be in decimal numbers.

Term of a sequence

February 18 2012 by toandhsp 55 Maple

I can't write a program to solve the following problem:

The first two terms of a sequence are a1 = 1, a2 = 1/sqrt(3). For n >=1, a(n+2) = (an + a(n+1))/(1-an*a(n+1)). What is a2012?

Hi, I am trying to have a sequence of (0,Pi/32,2Pi/32,3Pi/32...Pi)

Here is what I did : theta:=[seq((Pi/33).n,n=0..32]:

Question 1 : Is this the same as doing 0:Pi/32:Pi in matlab?

Question 2 : how do i select the output? for example output 5 which is 4Pi/32.

Question 3 : how do I multiply it with another sequence of (0,2,4,6,.......64)? for example to get a new set of numbers (0,2Pi/32,8Pi/32.....)

Please help. Thanks.

Let a sequence( an  ) defined by an=1,3,6,12,33,51,...and n=1,2,3,.... Find formula an?

I have a 3rd order nonlinear recurrence relation and I would like to produce the associated sequence.

Here is the relation x[n+2]:=(((x[n+1]*x[n])^2+x[n]^2+x[n+1]^3))/x[n-1]. At the moment the method I am using (a standard do command) is very computationally heavy when I want lots of iterates. I was wondering if there were faster loops, or procs.

Also I would like some kind of way to check if all the terms are integers, maybe some kind of summation where an...

MRB constant Q

December 11 2011 by Marvin Ray Burns 465 Maple



Download 10102011.mw


 

As defined at http://mathworld.wolfram.com/MRBConstant.html the MRB constant is

Plotting lines from a matrix

October 31 2011 by tkitt 0 Maple

How do you write a code which involves the proc command and a sequence to plot a a series of lines that are represented by points in a matrix.

Sequencing sequences doesn't appear to work with round brackets

seq( (seq(i,i=1..10) , seq(j,j=9..2,-1)) ,k=1..4)

 

Hello all ,

I have the following code to do my calculations and it runs fine for one set of input values ,

A=a1,a2,a3

B=b1,b2,b3

C=c1,c2,c3

 

For example right now the sequence lets me solve for corresponding set of input values like (a1,b1,c1) ,(a2,b2,c2) and so on

 

What i am trying to do is to solve for (a1,b1,c1),(a1,b1,c2),(a1,b1,c3),(a2,b2,c1),(a2,b2,c2),(a2,b2,c3) and so on...more like seeing the...

Product of lists

October 05 2011 by Alaza 5 Maple 15

Hi there,

I am working on a Maple sheet where I've been doing all the calculations with units. The problem is that I now want to get the product of a "seq" "R_DC_total-sek" and multiply it by the sequence R_AC_total-sek. But how do I do that? I've tried changing them into lists, but since one of the lists have units and the other one do not, Maple does not multiply the two lists, but just prints them.

I've uploaded the sheet here:

http://www.2shared.com/file/4sUmrdn0/EFD_N87_10_5_3...

I'm trying to use maple to solve for the first 5 terms for a sequence, and each term is the term before it with some new value added to it, I'm trying to define this function correctly in maple and cannot find a way to do it. I need to have it in a form where it can solve for any term so I need to get it into a general form solvable for any value.


Basically the sequence I'm trying for maple to use correctly is this:

An= (sqrt(3)/4)+((sqrt(3)/4)(2/3)

Consider the following function defined as an integral with parameters:

 

f:=a->int(a*x,x=0..1);

 

If one tells Maple to integrate this function int(f(x),x=0..1); evaluates to 1/3 although the correct answer would  be 1/4. This is because for Maple f(x)=int(x^2,x=0..1). (Isn't this quite a serious bug?) If one would rename one of the variables, the evaluation would work. My problem is that I want to define a sequence of functions...

We have the following sequence of natural numbers 1, 4, 9, 13, 11, 27, 25, 37,.. . What is the next term?
Is it possible to find it with Maple? The approach
> with(gfun):
>l:=[1, 4, 9, 13, 11, 27]:
>rec:=listtorec(l,u(n));
fails because it produces a noninteger value of u(n) for some natural values of n.

 

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