I want to fill a ComboBox (emb.comb) with data but I dont want to do it manually.

I want to assign a list of 200 values to a ComboBox by using some code...how ?

test! 

eq := diff(X(t), t) = (X(t)-1)*(1-2*X(t))

Why doesn't "Preview" show me my Maple code?

Does there exist a simple trick to permanently save imported csv data inside the Maple worksheet.

Everytime I reopen the worksheet I have to import the data again. I want the data to permanently be there.

I tried to specify interface(rtablesize=1000) and the import the data, and copy the data and past it into a code edit region

however my data has 500 columns so it is close to impossible to copy it inside maple it takes 10 min just to copy it

I'm trying to solve a lagrange multiplier problem Max

d*(1-r)

s.t.

r^z*(1-(1-r)*d)+(1-(r^z))*(1-d)=x

solving for r and d where 0<=d,r,=<1.    z and x are constants.

I have the problem set up in Maple as

> f:=d*(1-r);

> q:=r^z*(1-(1-r)*d)+(1-(r^z))*(1-d)-x;

> g:=f+mu*q;

eq1:=diff(g,mu);

> eq2:=diff(g,d);

> eq3:=diff(g,r);

solve({eq1=0,eq2=0,eq3=0},{d,r,mu});

I used eliminate,but there is no result,no error.

I donot know why,what shoud I do?

The programme is in the attachment,the last expression is the eliminate.How should I correct it?View 13857_kk-w.mw on MapleNet or Download 13857_kk-w.mw
View file details

Thank you

The command "simplify" fails to capture a fairly obvious simplification. Any way to make Maple see it?

I am primer with maple.

I have the following  nonlinear equation.

EQ:=diff(N(t),t) -kappa/(q-1)*( 1- (N(t)/K )^(q) - (1-N(t)/K)^(q))=0;

I have the following code:

Likelihood := proc (r, t, s) options operator, arrow; product(exp(-(1/2)*((rr(k)-r*cos(t))^2+(ii(k)-r*sin(t))^2)/s), k = 1 .. n) end proc;

rho0 := 0; theta0 := 0; sigmae20 := (sum(rr(k)^2+ii(k)^2, k = 1 .. n))/(2*n);

l1 := Likelihood(rho0, theta0, sigmae20);

simplify(l1);

Mathematically it should simplify to exp(-n). However, maple seems not able to arrive at this simply solution. What am I doing wrong here?
 

I have

>a*x^2-(b+a)*x+b;

right-click the expression and choose Explore.  Skip "x" so we have two sliders (a and b)

Select a=-2 and b=0.  In the Math component, you will have

a*x^2-(b+a)*x+b =-2*x^2+2*x

Now, under the two sliders, I add a PLots component.  My wish is to plot the rhs(%Math). 

 In the plot component properties, I edit the "Action when clicked" and write

 Do(%Plot0=plot(ths(%Math),x=-2..2));

I want to evaluate a line integral of the vector field F:

F: <x^2 * y, x^3, x*y>

around the curve C: <sin(t), cos(t), 1/4(sin^2(t) - cos^2(t))

When using Line Integral I got the following error:

Error, (in VectorCalculus:-LineInt) the first argument of a Path structure must be a free Vector or a position Vector
 

Code:

> restart;
> with(plots); with(plottools); with(VectorCalculus);
> SetCoordinates(cartesian[x,y,z]);

I have two equations as below,

2*D*(2*(a^2)*(y^4)-(a^4)*(y^2)-1)/((a^2)*(y^3))=10;

x=2*D*((a^4)*(y^2)-1)/((a^4)*(y^3));

and I need to plot the graph(x,y), how can I do?

Many thx..

matris is reversible matrix.  x=?

+

sorry my englis is some bad.

I want a small text to appear when I hoover the mouse over some specific points

in the pascal triangle (code below) . How can this be done ?

Maybe programming the point probe (instead of getting coordinate in the plot toolbox getting some text for different coordinates)

with(plottools):
with(plots):
rotate(textplot([seq(seq([i-j, j, binomial(i, j)], j = 0 .. i), i = 0 .. 12)], axes = none, font = [times, roman, 16]), -3*Pi*(1/4));
 

After multipication,I got some [  ],like these

(1.388888889*10^(-7)*omega^4+3.429355280*10^50-1.000000000*10^(-36)*omega^6-1.543209877*10^22*omega^2)*bbbb^3+(1.924500898*10^5*omega^2*[-5.702224882*10^14*bbbb]+[4.064421073*10^48*bbbb]+1.666666666*10^5*omega^2*[-3.292181070*10^14*bbbb]-2.000000000*10^(-24)*[-3.292181070*10^14*bbbb]*omega^4)*bbbb^2+(2.777777776*10^16*[-5.702224882*10^14*bbbb]^2-1.000000000*10^(-12)*omega^2*[-5.702224882*10^14*bbbb]^2-1.000000000*10^(-12)*omega^2*[-3.292181070*10^14*bbbb]^2+2.777777776*10^16*[-3.292181070*10^14*bbbb]^2)*bbbb