PhysicsEasy70×since 2002Q8594The potential energy function (in JJJ ) of a particle in a region of space is given as U=(2x2+3y3+2z)U=\left(2 x^2+3 y^3+2 z\right)U=(2x2+3y3+2z). Here x,yx, yx,y and zzz are in meter. The magnitude of xxx-component of force (in NNN ) acting on the particle at point P(1,2,3)mP(1,2,3) \mathrm{m}P(1,2,3)m is :A4B2C8D6Check answerSkip