Assign Symbolic Result to a Variable

[rubenvillarreal]

Hello all,

I would like to assign the resulting vector to a variable but I do not know how to do it.

Thank you all!

[Werner_E]

simply write r.p:= in front of your expression

[rubenvillarreal]

THANKS!

[rubenvillarreal]

Hello,

It fails at some point, notice how the expression is changed, I guess I am missing something very obvious. All variables were already defined.

[LucMeekes]

Working with a range in those symbolics may be the problem.

See if you can separate the three symbolic solutions (I can read your file, but am limited to Prime Express = no symbolics), so:

create an x.1 for r.v=1, an x.2 for r.v=2 and an x.3 for r.v=3.

Success!
Luc

[LucMeekes · Accepted solution]

Better stil:

First solve your equation symbolically:

Then fill in the values in the variable list of the function r.p:

or:

Whichever way you like better.

Success!
Luc

[rubenvillarreal]

Thank you very much!

[ptc-1944580]

This title fits my situation to a T, so here's a new challenge that really does need to draw the symbolic/algebraic results from a symbolic evaluation out and place them into a next algebraic equation... 

Here we are starting with 4 indefinite integrals that each get a constant of integration that must be solved using boundary conditions.  Then these constants need to be put back into the equations such that they can be solved numerically and plotted.

[MJG]

Not sure if there's a better way, but it works if you redefine V(x), M(x), Theta(x), and y(x) after solving for C1-C4:

[MJG]

Also, you'll either need to move the redefinitions below your value assignments, or you'll need to make all the other variables be inputs of your functions.  For example, y(x,l,w0,E,I):=...

[Werner_E]

I'd prefer MJG's last suggestion.

Also its a little bit easier to make the constants of integration vector elements. Thats the reason I set ORIGIN:=1 as otherwise we would have to add a dummy element on top of vector C.

File in Prime5 format attached.