MaplePrimes Questions

1.op(0,Expr) , op(1,Expr)

2. indets(eq1,{string,name})

3. type(varlist[ii], function)

I am not able to understand why Maple fails to compute and display the integrals for Eqn (1) and Eqn (8). I have a integral table to cross-verify the integrals for each of these in here

 

Also, another integral I am trying to calculate in MWE2 (attached file) in which the integral computed doesn't make any sense.

MWE-2.mw

 

int(sqrt(x^3.(ax+b)), x)

int((x^3.(ax+b))^(1/2), x)

(1)

2+2

4

(2)

int(7*x^3+3*x^2+5*x, x)

(7/4)*x^4+x^3+(5/2)*x^2

(3)

int(1, x)

x

(4)

int(1/(x^2+1), x)

arctan(x)

(5)

int(1/(ax^2+bx+c), x)

x/(ax^2+bx+c)

(6)

int(x^n, x)

x^(n+1)/(n+1)

(7)

int(sqrt(x(ax+b)), x)

int(x(ax+b)^(1/2), x)

(8)

``


 

Download MWE-1.mw

Suppose that I have an expression of the form  eq:=a*x^2+b*y^2+c*x*y, where x,y are real numbers, a>0, b<0, and c>0. Is there a relatively simple way to separate the positive, negative, and indeterminate terms from such an expression. In other words, I want to get  

eq_positive=a*x^2,

 eq_negative=b*y^2,

eq_indeterminate=c*x*y.

Thanks

See Wiki and the description  in flame_draves.pdf for info and an example below.

Dear Community,

I try to solve the following very simple ODE symbolically with the ODE Analyzer assistant, yet Maple says "unble to obtain solution". :-/

If I try to slove it with dsolve, nothing happens. Is it really so difficult?

diff(p(h),h)=A/(B+C*p(h)), p(h0)=p1

A, B, C, h0 and p1 are constants. I use Maple 2016.

Tx in advance,

best egards

Andras

Hi everyone,

I have a strange problem with the LSSolve function. I get an error when specifying an optimality tolerance as an option for LSSolve function : "unexpected parameters: optimalitytolerance = 1/1000" (see attached). When I remove the option, the LSSolve function works and returns something. Why ?

This is a problem for me because in my program I automatically generate lots of equations and I need to solve them using the same parameters.  "list1" is an example of a list that makes LSSolve to return an error and therefore it makes my program stop.
Is it possible, when LSSolve returns an Error, to re-run the function without the optimalitytolerance option ?
 

with(Optimization):

[0.127345646906885e-1-0.186555124779203e-2*D32-0.282637107183903e-3*D33, -0.427981372479296e-2+0.184372031092059e-1*D32+0.366060535331614e-2*D33, -0.279056870350439e-1+0.497068050546578e-1*D32+0.300683751452398e-1*D33, -0.159123153512316e-1-0.200310190531632e-2*D32+0.110642730744851e-1*D33, -0.358677392345135e-2-0.477282036776905e-2*D32+0.279495051520868e-2*D33, -.158025406913808+.301050727553470*D32+0.991309483578555e-1*D33, -0.767170565747362e-1+0.287589092672543e-1*D32+0.380554240544922e-1*D33, 0.134025593814442e-1-0.163134747085529e-1*D32-0.978424817965354e-2*D33, 0.177936771272063e-1-0.193555892719151e-1*D32-0.117324484775754e-1*D33, .136323651819599-.101383912457110*D32-0.800923073293239e-1*D33, 0.658540765374620e-1-.134530865070270*D32-0.449966493124888e-1*D33, 0.366589441985546e-1-0.923517762126252e-1*D32-0.313964041159186e-1*D33, 0.200320004853408e-2-0.454710553314498e-2*D32-0.121523285055995e-2*D33, 0.362766049610844e-2-0.103494064252009e-1*D32-0.347855768021822e-2*D33, 0.431461474510905e-2-0.122762710681104e-1*D32+0.305664301894285e-3*D33]

(1)

LSSolve(list1, [0 <= D32, 0 <= D33], optimalitytolerance = 10^(-3))

Error, (in Optimization:-LSSolve) unexpected parameters: optimalitytolerance = 1/1000

 

``

``

 

 

worksheet_help.mw



Thanks in advance,
Lilian

Dear all,

I am making a plot, which is Delta z/Delta t vs. z.

but in labeling maple prints z/t, because it simplifies Delta  !

You can find my worksheet below.

Could any of you help me with this please?

Thanks in advance!

DzDt := z^2; -1; plot(DzDt, z = 0 .. 4, labels = [z, typeset(Delta*z*(1/(Delta*t)))])

 

``

 

 

 

I'm defining forces. The only thing I changed is x to y for one particular piece of an equation. I copied and pasted it so I don't see why it's not working.

opparam_fail.mw

hi!

Hi I have a 8x8  matrix and I was attempting to get maple to find the eigenvalues. but after a while I thought it is caught in an infinite loop!  anyway I manually kill the mserver processing and saved the maple worksheet and restarted the laptop. but after all these it seems its still working.CPU usage and memory (in task maneger) are still high! 

how can I get rid of this condition?

 

In the Maple help to use a matrix defined monomial order it is said to define a matrix and a list of variables and then typing 'matrix'(M,V). But I fail to use it. A very simple example:

M:=<<1,0>|<0,1>>;
V:=[x,y];
Groebner[LeadingMonomial](y^3+x*y, 'matrix'(M, V));

But Maple shows this error:

 

Error, invalid input: Groebner:-LeadingMonomial expects its 2nd argument, tord, to be of type {MonomialOrder, ShortMonomialOrder}, but received matrix(Matrix(2, 2, {(1, 1) = 1, (1, 2) = 0, (2, 1) = 0, (2, 2) = 1}), [x, y])

What is wrong?


 

Download example.mw

I tried to solve some linear differential equations,

but the result is incomplete.

The complete solutions have been derived by hand.

How can I get the right result using maple?

The example is from determining symmetres of differential equations.

Thank you!

 

How to solve this problem? I want to display plot of differential equation system

this download link my problem https://drive.google.com/file/d/0B-qKE-5zgVbLeWVMd0xkMFY1Y00/view?usp=sharing

Thank you :)

  1. I have a set of equations described on different lines and I want them to be executed together and their answers to be displayed in seperate lines after that. How do I do that?
  2. This is particulalry important because, at times I will have to document multiple equations sequentially and later on have their answers reffere to. This way its more structured and I can group equations falling into certain category.

Please find the attached Minimum working example. Any advise is appreciated. File link: [MWE.mw]

 

Thanks

 

 

Hello,

i look for an Maple animation about similar triangles? Thank you

HI MaplePrimes,

The input -

rsolve(f(n)=f(n-1)+10*f(n-2),f(k))

returns a large expression.

My had calculations reduce this to

f(k) = [(41-19*sqrt(41))/820]*[((1-sqrt(41))/2)^k+((1+sqrt(41))/2)^k)].

There may be an error.

We let f(1)=1 and f(2)=2.

The sequence, starting with 1 should read -

1,2,12,32,152,472,...

What is the correct expression for f(k)?

 

Regards,

Matt

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