Maple 13 Questions and Posts

These are Posts and Questions associated with the product, Maple 13

The summation takes too long time. Please help me
 

 

 

 

 

equ.pdf The equation is in the following form:

 

Dear sir I want to plot the graph where the lines are coincides maximize the graph in the same graph.  A sample graph i am attaching .some sample codes are here.

h:=z->1-(gamma2/2)*(1 + cos(2*(Pi/omicron1)*(z - d1 - omicron1))):
K1:=((4/h(z)^4)-(sin(Zeta1)/omega)-h(z)^2+Nb*h(z)^4):
kappa:=Int(K1,z=0..1): 
omicron1:=0.2: omega:=10:d1:=0.2:Zeta1:=Pi/6:

plot( [seq(eval(kappa, Nb=j), j in [0.01,0.02,0.03])], gamma2=0.02..0.1);



 

How can i print maple file? when ever i press ctrl+ p it never responce any thing can we print maple file directly? if yes then please how?

hellow can we draw the figure like this


 

``

restart

``

f := proc (x, z) options operator, arrow; ln(x^z) end proc;

proc (x, z) options operator, arrow; ln(x^z) end proc

(1)

``

``

``

simplify(f(x, 2), ln);

ln(x^2)

(2)

simplify(f(x, 1/2+I*y), ln);

ln(x^(-((1/2)*I)*(I-2*y)))

(3)

``


 

Download simplln.mw

 

with(CodeGeneration)

ua=[ 1 2 3 4];

Matlab(ua);

 

%How can i write the Output of "Matlab(ua)"  on file so I can use the Matlab "load" command
later on to get the result in Matlab?  

 

 

I am looking for a window bat file to run my maple input file.mw

I need to convert this Maple Table to a Matrix

table([(25, 1) = -39, (16, 151) = 32, (33, 1) = -54, (1, 1) = 29, (13, 1) = 32, (31, 101) = -7, (6, 51) = -10, (11, 101) = -1, (28, 151) = -39, (18, 51) = -65, (4, 151) = 29, (8, 151) = -10, (23, 101) = 23, (34, 51) = -54, (40, 151) = 87, (36, 151) = -54, (9, 1) = -1, (37, 1) = 87, (21, 1) = 23, (14, 51) = 32, (22, 51) = 23, (20, 151) = -65, (27, 101) = -39, (3, 101) = 29, (19, 101) = -65, (24, 151) = 23, (32, 151) = -7, (30, 51) = -7, (38, 51) = 87, (7, 101) = -10, (10, 51) = -1, (29, 1) = -7, (35, 101) = -54, (17, 1) = -65, (26, 51) = -39, (15, 101) = 32, (12, 151) = -1, (39, 101) = 87, (5, 1) = -10, (2, 51) = 29]) 

We conjecture that the polynomial h(n) = n^2 + n + 41 is prime for an infinite number of values n.
We furthur conjecture that p(n) = n^2 + 1 is prime an infinite number of times.

I have shown that the set (x,y) with h(y) mod x is congruent to 0 can be written down.  It is p(x,y).  p(x,y) is the set of all divisors of h(n).  See

https://sites.google.com/site/primeproducingpolynomial/

landau.mw

Regards,

Matt

Dear sir,

 i want to plot a graph with  tick marks on all sides , i am attaching codes and  a sample graph, see the attachmnent,

The graph range should be displace only on x and y axis and the vaues should not be on opposite to x and y axis

please see the sample graph

restart:
h:=z->1-(delta2/2)*(1 + cos(2*(Pi/L1)*(z - d1 - L1))):
K1:=((4/h(z)^4)-(sin(alpha)/F)-h(z)^2+Nb*h(z)^4):
lambda:=Int(K1,z=0..1):
F:=0.3:
L1:=0.2:
d1:=0.2:
alpha:=Pi/6:
plot( [seq(eval(lambda, Nb=j), j in [0.1,0.2,0.3])], delta2=0.02..0.1);

 

hai,

 i want to plot a graph here is my codes and i want the graph like this, can any body help me

 

restart:
with(DEtools):
with(plots):

h(z):=1-(delta2/2)*(1 + Cos(2*(Pi/L1)*(z - d1 - L1))):
K1:=((4/h^4)-(sin(alpha)/F)-h^2+Nb*h^4):
lambda:=int(K1,z=0..1):
F:=0.3:
L1:=0.2:
d1:=0.2:
alpha:=Pi/6:
evalf(lambda);

Hi,

I have a list of displayed sequences  

S[j]:=display(seq(R1[i],i= 1..ne),seq(R[i],i= 1..ne), scaling = constrained, axes = none);

that can be animated easily in a worksheet using the following command 

display(seq(S[n]$5, n=1..10), insequence=true);

but when I try to embed that in a maplet, it doesnt work. The problem is with insequence. I removed insequence and the maplet showed S[10]. What else can I use?  

What can I do to have the maplet show the sequence of displays? Is there a way to use the animate command here?

Thanks for the help. 


 

Imagine three isosceles triangles with coordinates of each stored in a matrix such as:

> coord1:=Matrix(3,2,[0,0,5,0,2.5,4]);

> coord2:=Matrix(3,2,[2,0,7,0,4.5,4]);

> coord3:=Matrix(3,2,[4,0,9,0,6.5,4]);

and plotted together as follows (only the first is shown)

> PLOT(CURVES([[0,0],[5,0],[2.5,4],[0,0]]),COLOR(HUE,1));

I want to create an animation with stationary (original) isosceles triangles in the background along with new isosceles triangles generated by incrementally (say 4 increments) moving only the apex of each triangle until it touches the base of the triangle; obtained by multiplying the apex’s vertical coordinate by (say ¼) in each increment using a do loop. 

Your help is greatly appreciated.

Thank you in advance.

  

 

  how can I find equation discribing elliptic intersections and use lagrange to show the higest and lowest value ?    g 

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