✔ 最佳答案
Without looking at the original sentence, I could only give the following answer.
By circular motion, if you limit yourself to a "perfect circle", then a centripetal force (note that centripetal force must be a net-force) cannot ensure that the object is moving in a circle. An object moves in a circular path when acted by a centripetal force if and only if the speed of the object is constant.
An object could have tangential accleration when there is a tangetnial force acting. Under such acceleration, the resultant motion of the object would not be in a circle.