Recent content by SteliosVas

Yes it made much more sense, I eventually worked it out. Was a lot easier than I thought!

Homework Statement Attached is a image of the circuit that I am attempting to analyze:Homework Equations KCL The Attempt at a Solution So I know I should assign a place in the circuit where I should preform KCL after selecting a reference point. I selected the reference point as the 2ohm...

Sorry about the title. Okay that I know what A equals and that b equals (0,0,0,1). Would I be able to do A^-1 * b to get the solutions of X?

Yes that does help a little bit. So you are saying if i late out a matrix like this: 1 -1/2 0 0 0 -1/3 1 0 -1 0 -1/3 -1/2 1 0 inverse * 0 1 1 1 1 1 i can solve? Update: I can eliminate equation 4But how can i eliminate it?

Homework Statement Okay this is the problem it seems so easy but i just cannot for the life of me get it to click into my mind, I have 4 unknowns and 5 equations and i have to put it into a matrix and try solve it matricies or eigenvalues/eigenvectors. The 5 equations are: a= b/2 b=a/3 + d...

Homework Statement Okay thanks everyone for taking the time to read this quesiton. Now I sort of know how to do this question but I am not entirely sure how I should approach it: I have points A(2,1,2) B(3,2,-1) C(-1,2,4) and D(-2,1,3) Now a line passes through points A and B and also C and...

Okay so i have 2 ODE's i need to decouple them and therefore construct two differential equations each containing just one of the functions... I just wanted to know how can you verify you have the correct solution is more so my question du/dt= 4u-5v dv/dt=2u-3v I end up getting for u(t) =...

Right now I understand. So the absolute of f(x) is always said to converge but the the opposite isn't always true ? Right do we are performing a comparison test to x/(x^3-1)

Therefore using the comparison test should i compare this integral to 1/x3 over the same interval?

Homework Statement okay so the equation goes: ∫(x*sin2(x))/(x3-1) over the terminals: b= ∞ and a = 2 Homework Equations Various rules applying to the convergence or divergence of integrals such as the p-test, ratio test, squeeze test etc The Attempt at a Solution Okay so I have tried...

Bump

Homework Statement Okay the problem is of a free swinging pendulum with dampening which is modeled using the following equation: Damping coefficient: c=1 s−1 Mass: m=1 kg Gravity: g=9.81 ms−1 Link length: l=0.5 m We know θ(0)=90° and θ′(0)=0, solve this equation from t = 0 to t = 10...

Essentially what I want to do is generate two random numbers and their product being less than 1e-05. That is all in trying to do.

Homework Statement The number of iterations it takes for the product of two random numbers to produce a number less than 1e-5. Homework EquationsThe Attempt at a Solutionwhile z < 1e-05 count1 = count + 1; x = rand(1,1); %rand 1x1 matrix z = floor(a + (b-a+1) * rand(b,1)); if z <...

Is this simplifying what I had, in the sense it is putting the signum function into a logical statement?