Recent content by quellcrist

1. ##<x>= \int_{0}^{a}x\left | \psi \right |^{2}dx## ##\psi (x)=\sqrt{\frac{2}{a}}\sin\frac{n\pi x}{a}## then ##<x>= \frac{2}{a} \int_{0}^{a}x \sin\frac{n\pi x}{a}dx## 2. Homework Equations 1) ##y=\frac{n\pi x}{a}## then ##dy=\frac{n\pi}{a}dx## and 2) ##y=\frac{n\pi x}{a}## then...

Can anyone explain proper time with a simple example analogous to real life please? I am having a problem understanding it. Thank you

Thank you for clarifying this for me. I noticed this problem was weird for the same reason you stated (usually they give you a value for R and then you proceed from there). I rechecked and re-did all my calculations. Turns out that R does equal 10.4 ohms. I found this by finding the current...

So does the value R across the resistor simply equal the value of the resistance across Vc and VL (Vc= 10.4Ω and VL=10.4Ω but since they are 180° out of phase they end up canceling each other out.) ? I mean to say does R=10.4 ohms?

1. An RLC series circuit has C= 4.8mF, L=0.520H, and source voltage amplitude V= 56.0V. The source is operated at the resonance frequency of the circuit. If the voltage across the capacitor has amplitude 80.0V, what is the vaule of R for the resistor? 2. ##I = (ΔVc)/(Xc)##, ##Xc=...