I have to back up *wizard-fred* on this issue. You come to this forum looking for help yet when someone asks you a question you provide a wise ass answer; "its called alternative ways of learning, if u have more questions go ask my prof. post only if can help". What kind of a comment is this?! Show some respect to the guys in this forum!
Now getting back to the point of your project. What do you need help with, your HTML or what kind of topic you're planning on presenting? As far as getting the software, you have to purchase it. I have MathCAD 2001 and that cost $140 at the bookstore. Downloading pirated software online, if you did not know already is purely illegal.
I do not know where your knowledge stands as far as Mathematics, but I would suggest doing a project that involves a 'rate of change', which is fairly simple. For example, simulate an engineering problem that might show the expansion of metals during heating or the level of water rising in a water tank.
In this case, I will use the water tank problem as an example. I will try to explain this as well as I possibly can so try to follow along. Take your data in relation to time, for example 1 inch of rain per hour and get data for at least 24 hours, then graph it. Pull out a polynomial equation or some sort of equation that shows the relationship in your data in relation to time. This can be done with MathCAD and I sure hope you know the command to do this. You'd have to vectorize your data then use the linfit command to pull out the equation.
With this new equation, go ahead and take the derivative (I hope you know how to do this either with MathCAD or with pencil and paper). This derivative shows the rate of change in your data, which of course is the rate of change in the water level in relation to time.
Take your derivative and your original equation and graph them together. Again I am assuming you know the commands to do so. This will show a neat graph and the relationship in the data and how the water level changes over time. We do know according to the Calculus that the derivative by definition is the 'slope of the tangent line to the curve'.
Where the graph of your derivative is tangent or 'touching up against' the graph if your original equation is likely the point where the rate of change begins to either incline or decline. This point may also represent the maximum or minimum point on the graph. This you have to figure out by your graph and your data.
Why do engineers need to know this? Well obviously *bd* they would like to know how big the tank should be and how much stress would be exerted on the exterior walls of a water tank before they build it. Therefore they can accomodate for all possible case scenarios and be prepared for the worse case should it happen.
Hope this helps and I surely hope that you remember to show some respect to the people in this forum. If you need to know about commands you can post a reply here or try searching for MathCAD's website online.
-Rolos