Recent content by S_Aghzafen

this is what I've done until now by approaching via the Coriolis effect (i had no idea that such fictious forces exist) since the Coriolis force will cause the weight of a moving object to change depending on its direction and latitude, i assume that : w0 - w' = Fc : where w0 is the weight of an...

Indeed it is not about the centrifugal force I've made a typing mistake What is the Coriolis force ? it looks like it changes the weight a little bit by a very small amount

enlighten me please I've been stuck here for 3 days

i thought g(r) = G m(r)/r2 what i did is to show that, that 4πƒv/g is the tangential acceleration/gravitational acceleration ratio and the weight of any object moving along the ecuador with a velocity of v should change with respect of that formula, i think i should work more on this i can't...

Excuse my vocabulary i believe i meant tangetial acceleration here is the calculations i did, its so poor and lacks logic i just followed guts feelings

Hi everyone, this is my first thread i hope i do it right. I will get right into it by saying, how can i prove that : w=w0*(1±4πƒv/g) Where "w" is the weight of an object moving along the ecuador, v is it's velocity and g is the gravitational acceleration. I have...