An ellipse is represented by \rho(t)^2=x^2(t) + y^2(t) where \rho(t) is the distance from origin to the ellipse at a given time.
The way the article used to find the major and minor axis is the take the derivative \frac{d(\rho^2(t))}{d t}=0 to find the maximum and minimum.
My question is why...
So I'm looking to go back to school and major in either math or physics. actually, I am pretty set on majoring in math. cause i love math. but I do want to go on to a graduate program, and the math graduate programs hold little interest for me. All of my research interests are physics related...
Homework Statement
The quantity p varies directly with the cube of q and inversely
with the square of r. If p = 3/2, q = 1/2, and r = 1/3, which of the
following equations represents the relationship between p, q,
and r?
Homework Equations
Here's what I did...
(3/2)p = (1/2)q^3...
This is my first post on this forum, so please advise me if I should be posting in a different section or on a different website. Notably, I have little knowledge on my question, which is why I’m coming to you guys to help me out a bit.
I’m 1 semester into a US university and am trying to find...
\vec E\;=\; \hat x E_{x0}\cos(\omega {t} -kz)\;+\;\hat y E_{y0}\cos(\omega{t}-kz+\delta)
For z=0, this is a vector that trace out an ellipse with time t.
I want to
1) to verify that using the definition of differential calculus, we can find the length of the major and minor axis by...
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Can the major requirements aren't meeting the mimum grade! help!
Hello.
So if someone has all high grades for his major requirement, except for only one that is below that major minimum grade required
Like if someone has:
Calc I - C- " below major requirements"
Calc II - A
Calc III -...
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Homework Statement
This is an introductory programming class for Engineering majors.
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