Yah that was it, I tired viewing in different encodings and I saw it fine. I didn't know that about tex though, I'll use the \theta from now on, thanks
I was going to start a thread, but then I saw this one, and think it's related. While looking at posts today all my θ inside tex θ (theta, if its not showing right) in old posts are showing as some sort of i-hat.
Actually, that's exactly what it means if you are thinking in cylindrical coordinates. You go 2 units in the r direction (outward in units of distance), 3 units in the angular direction (around in units of degrees or radians), and 5 units in the z direction (up-down in distance).
That is...
It's been a while since I worked coordinate system changes, but if my math is correct, I think what medwatt was looking for is something like the following. Note, if I'm completely off base, please disregard this comment and sorry for any added confusion.
Given...
The original parametric equation was defined as having the restriction that t > -1. In this case, the resulting graph is a downward parabola, and t > -1 draws the downward right hand side of the parabola.
When you put the equation into a rectangular equation it has the form y=1-x^2
If you...
I'm working this problem in a few locations, and am updating the other sources respectively. A response and my reply from one of these sources has led to the correct statement of the recursion, additional information, and has me leaning toward the function being non-reducible. I have included...
Thanks for your help. Reading what you asked, and thinking about what I was trying to describe, I think I can make it clearer, and see where I may have miss stated Q(x) from the original iterations. The original and correct recursive function I am working with is:
Iteration 1: 2x - P(x) -...
Hello, I'm working with a system of equations that has an infinite recursion function, and am wondering if its possible to simplify or remove the recursion in terms of the other functions in the system. Any insight into the framework or family of this system is appreciated.
Given two...