Fx =-∂U∂x = -cos(x+y) = - 1√2
Fy= -∂U∂y = - cos(x+y) = - 1√2
F = √Fx2+Fy2 = 1
The potential energy of a force field is given by U(x,y) = sin(x+y) . The force acting on the particle of mass m at (0,pi/4) is:
(A) 1
(B) root 2
(C) 1/root 2
(D) zero
i m usin F = -dU/dr .............but after that what shud i do??
Fx =-∂U∂x = -cos(x+y) = - 1√2
Fy= -∂U∂y = - cos(x+y) = - 1√2
F = √Fx2+Fy2 = 1