How to build an equation with variables

I want to solve an equation shown in below by the Newton Raphson zero finder vi:
z-a*b*c*exp(-z/a),
a, b, and c are variables
I can build equation with constant a,b,c, but how can I build this one?
Many thanks!
Solved!
Go to Solution.

A couple of points I usually feel compelled to make when I see the use of the NR method.
1)  Not an issue in a simple case like this, but the NR routine is typically a poor choice when you have a 1D problem and you calculate the derivative numerically.
2)  If I am going to hardwire the formula like the previous example, then I will just use a VI instead of a formula.  I only use formulas when I want to be able to make changes on-the-fly.  I am just a bit dubious of the formula parsing VIs in general.
3) There is a VI called Substitute Variables which will take a set of rules and substitute numbers for parameters in your formula.  Here is a quick example of its use.  Here the names and number of parameters is fixed by the cluster itself.  If I need full flexibility I use a table to hold the parameters and their values, but I do not want to muddy the waters here.  You can just choose your favorite UI and convert (if necessary) to the proper cluster for the substitution rules.

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