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An object is initially moving in uniform circular motion. The object is connected to an inelastic string. When an external force is applied to the object, which statement is correct? O A. The centripetal force will remain constant and continue to point towards the center of the circular motion. A tangential force will point in the same direction as the tangential velocity and the tangential velocity will increase. The tangential acceleration will remain zero. The resultant force and the resultant acceleration will not be directed radially or tangentially. O B. The centripetal force will increase and continue to point towards the center of the circular motion. A tangential force will point in the same direction as the tangential velocity and the tangential velocity will increase. The tangential acceleration will not be zero. The resultant force and the resultant acceleration will not be directed radially or tangentially. OC.The centripetal force will increase and no longer point towards the center of the circular motion. A tangential force will point in the same direction as the tangential velocity and the tangential velocity will increase. The tangential acceleration will not be zero. The resultant force and the resultant acceleration will be directed radially or tangentially. O D. The centripetal force will remain constant and continue to point towards the center of the circular motion. A tangential force will point in the same direction as the tangential acceleration and the tangential acceleration will increase. The resultant force and the resultant acceleration will be directed radially or tangentially.

An object is initially moving in uniform circular motion. The object is connected to an inelastic string. When an external force is applied to the object, which statement is correct? O A. The centripetal force will remain constant and continue to point towards the center of the circular motion. A tangential force will point in the same direction as the tangential velocity and the tangential velocity will increase. The tangential acceleration will remain zero. The resultant force and the resultant acceleration will not be directed radially or tangentially. O B. The centripetal force will increase and continue to point towards the center of the circular motion. A tangential force will point in the same direction as the tangential velocity and the tangential velocity will increase. The tangential acceleration will not be zero. The resultant force and the resultant acceleration will not be directed radially or tangentially. OC.The centripetal force will increase and no longer point towards the center of the circular motion. A tangential force will point in the same direction as the tangential velocity and the tangential velocity will increase. The tangential acceleration will not be zero. The resultant force and the resultant acceleration will be directed radially or tangentially. O D. The centripetal force will remain constant and continue to point towards the center of the circular motion. A tangential force will point in the same direction as the tangential acceleration and the tangential acceleration will increase. The resultant force and the resultant acceleration will be directed radially or tangentially.

Physics for Scientists and Engineers: Foundations and Connections
Physics for Scientists and Engineers: Foundations and Connections
1st Edition
ISBN:9781133939146
Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter6: Applications Of Newton’s Laws Of Motion
Section: Chapter Questions
Problem 52PQ: Harry sets some clay (m = 3.25 kg) on the edge of a pottery wheel (r = 0.600 m), which is initially...
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An object is initially moving in uniform circular motion. The object is connected to an inelastic string. When an external force is applied to the object, which statement is correct? O A. The centripetal force will remain constant and continue to point towards the center of the circular motion. A tangential force will point in the same direction as the tangential velocity and the tangential velocity will increase. The tangential acceleration will remain zero. The resultant force and the resultant acceleration will not be directed radially or tangentially. O B. The centripetal force will increase and continue to point towards velocity and the tangential velocity will increase. The tangential acceleration will not be zero. The resultant force and the resultant acceleration will not be directed radially or tangentially. center of the circular motion. A tangential force will point in the same direction as the tangential OC. The centripetal force will increase and no longer point towards the center of the circular motion. A tangential force will point in the same direction as the tangential velocity and the tangential velocity will increase. The tangential acceleration will not be zero. The resultant force and the resultant acceleration will be directed radially or tangentially. O D. The centripetal force will remain constant and continue to point towards the center of the circular motion. A tangential force will point in the same direction as the tangential acceleration and the tangential acceleration will increase. The resultant force and the resultant acceleration will be directed radially or tangentially.
Transcribed Image Text:An object is initially moving in uniform circular motion. The object is connected to an inelastic string. When an external force is applied to the object, which statement is correct? O A. The centripetal force will remain constant and continue to point towards the center of the circular motion. A tangential force will point in the same direction as the tangential velocity and the tangential velocity will increase. The tangential acceleration will remain zero. The resultant force and the resultant acceleration will not be directed radially or tangentially. O B. The centripetal force will increase and continue to point towards velocity and the tangential velocity will increase. The tangential acceleration will not be zero. The resultant force and the resultant acceleration will not be directed radially or tangentially. center of the circular motion. A tangential force will point in the same direction as the tangential OC. The centripetal force will increase and no longer point towards the center of the circular motion. A tangential force will point in the same direction as the tangential velocity and the tangential velocity will increase. The tangential acceleration will not be zero. The resultant force and the resultant acceleration will be directed radially or tangentially. O D. The centripetal force will remain constant and continue to point towards the center of the circular motion. A tangential force will point in the same direction as the tangential acceleration and the tangential acceleration will increase. The resultant force and the resultant acceleration will be directed radially or tangentially.
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