## assigning values and distributing them over and eq...

Hi - Its me again. Let me try to explain my question with the following: y := proc (t) options operator, arrow; a*exp(2*t)+b*t*exp(2*t)+c*t^2*exp(2*t) end proc solve({3*c = -9, 3*b+12*c = 8, 3*a+6*b+2*c = 4}, {a, b, c}) It would be really cool if there was some way I could take the output from solve (values for constant a, b and c) and automatically assign these values in expression y. I can manually take these and type out y all over again but I think there's got to be a way that Maple recognizes that, alright, here's a, b and c and I'll just assign their values to a, b and c in expression y.

I have a class with about 400 students. For the new term I opened a new class which will have about the same audience like the one before. Therefore I would like to copy all student accounts but start with empty gradebooks. As far as I saw it's possible to upload a class roster but it's not possible to download it. Could anybody tell me an easy solution for this problem?

## Stop a procedure...

Hi, how can I stop a procedure of maple a use the global variables create before stop the code? Thanks Marco

## numeric solution - want y'(x) as procedure...

Hi.. I'm a quite new user of maple, so I've got a question: I'm trying to solve a ode numeric with maple. I've got a solution, a procedure where I a can get a value of y(x) for any x.. (and also plot the "function") Additionally I would like to have a procedure which can give me the slope of the graph - y'(x) for any x. Can anyone help me to solve this problem? My code so far is: lignsub:=diff(y(x), x, x) = 0.7904982116e-3*sqrt(1+(diff(y(x), x))^2)/(1+0.1012020000e-2*sqrt(1+(diff(y(x), x))^2)) `løsning` := dsolve({lignsub, y(0) = 0, (D(y))(0) = 0}, type = numeric, output = listprocedure)

## Is there a student version of the Global optimizat...

Hi! Could somebody please tell me if there is a student version of the Global Optimization toolbox? Thanks, Raj By the way, I bought Maple 11 today...its awesome!!!

## set plot view with no axes...

Am I having an off day, or does the view option for plots (and 3d plots) not work when one has axes=NONE? For example, the plots plot( x^2, x=-1..1, view=[-2..2,-2..2], axes=NONE); plot( x^2, x=-1..1, view=[-2..2,-2..2], axes=BOXED); produce completely different plots, with the view parameter being ignored in the first version. Can this be fixed? It seems a bizarre question, but I was trying to create a bit of space around a 3d plot so that it can be rotated without falling off the edge, and I can't figure out how to do that if I don't want axes.

## How do I collect these terms?...

Hi - I'm trying to collect cos(8t) and sin(8t) in the following equation: (-64*a*cos(8*t)-64*b*sin(8*t))*exp(6*t)+65*(a*cos(8*t)+b*sin(8*t))*exp(6*t)+81*c*exp(2*t) but the following command just spits out the same exact thing: collect(lside, [cos(8*x), sin(8*x)]) Any suggestions would be appreciated. Thanks.

## Singularity...

Hi, I have a ‘slight’ problem (you will probably recognize it Joe! :-) ). It concerns the values of Tau, omega in my worksheet (see below). If I set Tau=0.7, omega=0.7*m*Eta everything is rosy, and works fine. If I start tweaking these values (which I have to) things go a bit pair shaped. I either get an error message after the first call to dsolve (e.g. when tau=0.5, omega=0.7*m*Eta) : "Error, (in dsolve/numeric/checksing) ode system has a removable singularity at r=1. Initial data is restricted to {Phi(r) = .20650095602297*diff(Phi(r),r)+.82088920025557e-1*I*diff(Phi(r),r)}"

## Minor difference in how M10 vs. M11 handle d.e.'s...

I don't know how much interest this has for people on this forum, but I have just discovered (I think) a difference in how M10 and M11 handle differential equations. I just received M11 late last week, and when I tried to run in M11 a worksheet I had developed in M10 I got an error. It had to do with the fact that M10 gave me 2 solutions to a DE, whereas M11 gave me one. The first solution which M10 gave me was r(theta) = 0. M11 skipped this trivial solution. Arguably this is a better way to go, but it can cause problems for older worksheets, as it did on mine, where my next line tried to parse the second solution of the previous line. I have uploaded a file which illustrates this. Is it possible that there is some setting I could change in M11 to make it give me the same set of solutions as M10 gives?

## How to evaluate this double integral?...

hi! Could somebody tell me how to evaluate this double integral in Maple int(int(A*sin(2*Pi*B*(alpha-beta))/(Pi*(alpha-beta)),beta=-T/2..T/2),alpha=-T/2..T/2) Thanks, Raj

## summation piecewise...

I'm an older adult, getting back into math and realizing how much I've forgotten. Likewise, I'm new to maple and just made a discover. Anyhow, I'm wondering if I'm looking at this correctly. The following: sum(piecewise(n <>

Hi, I am trying to add some useful inverse Laplace transforms to Maple's integral tables. I am frustrated that these transforms will only be recognized subsequently if they are entered in exactly the same format. For example, if I type: invlaplace(exp(-p*sqrt(s)/s),s,t); I get: invlaplace(exp(-p/s^(1/2)),s,t) but if I add this transform to the table: addtable(invlaplace,exp(-p*sqrt(s)/s),erfc(p/(2*sqrt(t))),s,t); then I get: invlaplace(exp(-p*sqrt(s)/s),s,t); erfc(1/2*p/t^(1/2)) However, if I change the p to an alpha: invlaplace(exp(-alpha*sqrt(s)/s),s,t);