I passed MIT 6.002x and have been following the development of 6,003z "Signals and Systems." Although 6.003z is past Week 10, I'm still at Week 2, trying to figure out how to make Mathcad Prime 2.0 do my homework. The software has a plethora of functions under FUNCTIONS, SIGNAL PROCESSING on the menu bar, but very little help on how these functions can be used. So I'm still working on ways to generate lollipop plots of discrete signals. You can't use the traditional f[n] because brackets have other purposes in Prime 2.0. But that's not a real problem. I use f001(n) to define a number of discrete signals. Is anyone else having fun with lollipop plots (aka stem plots)? Can anyone explain to me how to tell the difference between vectors and arrays which are actually scalars? There must be an easier way than what's shown below.
I'm not sure I fully understand your problem, but do you mean you want the following, simpler, way:
Alan
Just a couple of admin points ...
1. Pictures are good, but it's almost always better to post the worksheet as well (saves respondents the effort of retyping the worksheet plus it's not always obvious from an image what the problem may be (eg, whether what looks like an array index is actually a literal subscript).
2. You might be better off posting this as a Question rather than a blog, as respondents can't attach worksheets to your blog.
I'm don't know what you mean by "vectors and arrays which are actually scalars" as a scalar, by definition, cannot be either. Mathcad treats single column arrays as vectors, so if you're trying to simplify the calling of the vector, then whilst it is probably just as easy to enter a vector as a row (saves 'space' and looks neater), you can convert it to a column by applying the Transpose operator. You then only need use the one index.
You could just plot the vector v directly, but there's nothing wrong with what you've done.
As to the parentheses v brackets, most programming languages tend to use parentheses to enclose function arguments (Mathematica is an exception)
Stuart
