Recent content by Moxin

yeh i actually tried somethin like that before but i just now realized the other wavelength's m should be an order less (1, instead of 3) and i got it right, thanks tho !

In a double-slit experiment it is found that blue light of wavelength 478 nm gives a second-order maximum at a certain location on the screen. What wavelength of visible light would have a minimum at the same location? ----- I have no clue how to approach this problem but looking in the...

I was going to rush in here to say Nevermind I figured it out but lol I guess I'm too late, and yeh I finally ended up with 0.0191 as well after figuring out I had to add the fields..Thanks anyways mann

i thought because they were both perpendicular, jus pointing different directions, it wouldn't matter.. guess i was wrong.. I'm really not sure exactly how to proceed now that i know the flux is a vector quantity since angles aren't given..

Ok, so here's the problem: Induced EMF A 5.80 cm diameter wire coil is initially oriented so that its plane is perpendicular to a magnetic field of 0.770 T pointing up. During the course of 0.140 s, the field is changed to one of 0.240 T pointing down. What is the average induced emf in the...

And any suggestions on the 2nd problem ? ?

Can you clarify how I'd apply that further himanshu Well, before you edited and expounded step by step, I had followed what you said but still couldn't get it right... I found in the book an example that had an equation velocity = sqrt(-2qV/m) I applied this equation to both the...

k, Here's the problem: An electron is accelerated horizontally from rest in a television picture tube by a potential difference of 24600 V. It then passes between two horizontal plates 6.08 cm long and 1.42 cm apart that have a potential difference of 236 V. At what angle theta (in degrees)...

AHHHHHHHHHHHHHHHHH so my main problem was the sign... lol dang I got to becareful of that, thanks.. and thanks himanshu

Here's the problem: Two points are in an E-field: Point 1 is at (x1,y1) = (4,4) in m, and Point 2 is at (x2,y2) = (13,13) in m. The Electric Field is constant, with a magnitude of 65 V/m, and is directed parallel to the +x-axis. The potential at point 1 is 1000 V. Calculate the potential at...

um.. what ?..lol, sum(i) Q(i) .. I'm guessin you mean sum the point charges? But can you explain the difference between R(1) and R^2 a lil bit further.. how do you find R(1) exactly ?

*sigh*, Another long semester of physics... Anyways, here we go ! Here's the problem: Calculate the magnitude of the electric field at the center of a square with sides 27.3 cm long if the corners, taken in rotation, have charges of 1.10 microC, 2.20 microC, 3.30 microC, and 4.40 microC...

Thanks for the help Y'all! That problem was killin me

At least, that's what I think I did now that I've tried tackling similar problems and have a better understanding of the concepts.. Ok let me try this again Using conservation of Energy: v(block)= sqrt(2gh) = 3.598 m/s So: L = mvd = 30.2232 I'm thinkin you meant I for rod is...

Um, I thought I did that