Hi,
Please bear with me, I've only had the first sort of "pseudo-lecture" in ordinary d.e.'s this past week, and I was doing some reading ahead. It occurred to me that if linear first-order differential equations are those that can be written in the general form:
\frac{dy}{dx} + P(x)y =...
Hi, i have a question. Hope you guys can help~
Ques: Give a geometric explanation of why a homogeneous linear system consisting of 2 equations in 3 unknowns must have inifinitely many solutions. What are the possible numbers of solutions for a nonhomogeneous 2 x 3 linear system? Give a...
Can someone explain what the homogeneous equation is :redface: and how do you find the 'null vectors' and hence the general solution.
Eg.
AX =
[6]
[8]
[4]
A =
[1 2 4]
[3 1 2]
[0 2 4]
X =
[2]
[0]
[1]
Find the null vectors of A and general solution.
Hello all! I'm taking a look at Meserve's "Fundamental Concepts of Geometry" for an introduction to the world of geometry. Section 1-7, A geometry of number triples completely confunded me. It introduced homogeneous points, and in my opinion it either a) did a horrible job, or b) did a horrible...