If a particle is moving on a curve path, the component of acceleration in the direction of velocity is tangential acceleration, while the component of acceleration perpendicular to velocity is normal or centripetal acceleration. A particle is moving on a curved path. Its acceleration and velocity at point P is (hat(i) + 2hat(j) - 2hat(k)) ms^(-2) and (hat(i)+ 2hat(j) + 2 hat(k)) ms^(-2). Choose the correct option (s) .

If a particle is moving on a curve path, the component of acceleration

1.	If a particle is moving on a curve path, the component of acceleration in the direction of velocity is tangential acceleration, while the component of acceleration perpendicular to velocity is normal or centripetal acceleration. A particle is moving on a curved path. Its acceleration and velocity at point P is (hat(i) + 2hat(j) - 2hat(k)) ms^(-2) and (hat(i)+ 2hat(j) + 2 hat(k)) ms^(-2). Choose the correct option (s) .
Answer» The tangential acceleration at POINT P is `4//3 MS^(-2)` The tangential acceleration at point P is `(sqrt65)/(3) ms^(-2)` The normal acceleration at point P is `4//3 ms^(-2)` The normal acceleration at point P is `(sqrt65)/(3) ms^(-2)` Answer :A::D