Recent content by ELiT.Maxwell

i have done those questions where we need to calulate electric field due to charge in cavity etc and all the things related to multiple charges at centre of multiple spherical cavities, and know how to use gauss law and things related to conductor, according to griffeth, and using the uniqueness...

bear with me, i know that this question has been asked many time , but i would like a definite answer, now, starting off the external charge density on the outer surface of sphere WILL be uniform by unique solution of Laplace equation and letting the sphere be huge, so, electric field due to...

like in NH3, maximum number of Hydrogen bonds is 4 and general is 2 ... is it that in any molecule, max number of hydrogen bonds=Hydrogens with +∂ change + lone pairs with -∂ charge (enough polarization by F or O or N and chelated with Cl) now, if that was correct, hydrazine nh2-nh2 forms 6...

Homework Statement 2 points A and B, B moves rectilinear with uniform velocity u and velocity of A is always aimed at B with magnitude being constant=v, initially, v is perpendicular to u and separation was L, time taken for them to collide? and equation of motion of A? (in terms of x and y...

if we assume ideal behaviour and remove concept of activity (by taking the measurement of species in bar and M) .. a simple answer in yes or no would suffice... and 2nd part of question was whether Kc of Hcl reaction exists too [sorry for my lack of knowledge in chemistry in general, that's why...

Homework Statement 3Cu(s) + 2NO3-(aq) + 8H+(aq) ⇔3Cu2+(aq) + 2NO(g) + 4H2O(l) Kp and Kc relationship? does Kp exist? or HCl(g)⇔H+(aq)+Cl-(aq) Homework Equations Law of mass action, Kp=Kc(RT)Δng The Attempt at a Solution In lots of places contradictory results are there, some say that in Kp ...

by using spring constant inversely proportional to length and letting a element y from fixed end and Fnet=0 on it so, K(L/y)x1=K(L/(L-y))x2 where L is the length of spring at any time t, now, y/x1=(L-y)/x2 x1+x2=x these are lim->0 inst changes and x1 = velocity of element and solving eqn ...

why we assume that velocity decreases linearly in a spring (i.e. if one end is fixed, then velocity of a particle (of spring) at x from fixed =vx/l where v is the velocity of the free end) and why does it hold good too when the spring (linear mass density) is non uniform... EDIT: spring has...