50. What is the relationship between distance and displacement for an object that mover in e eircular path? A) Distance and displacement are always the same. B) Distance is greater than dispiticeaisent C) Distance is less than displacement. D) Distance and displacement are cqual to ctos. 31. A body is dropped from a height. What is its velocity afer 4 seconds? A) \( 4 \mathrm{~m} / \mathrm{s} \) B) \( 9.8 \mathrm{~m} / \mathrm{s} \) C) \( 39.2 \mathrm{~m} / \mathrm{s} \) D) \( 19.6 \mathrm{~m} / \mathrm{s} \) A) 8 meters B) 24 meters C) 48 meters D) 16 meters 32. If a car is moving with constant acceleration, the velocity-lime graph of the car will tas: A) horizontal lina B) A straight line with a positive slope C) A straight line with a ncgative slope D) A curne 33. In a velocity-lime graph, a horizontal line represents: A) Constant speed B) Acceleration C) Uniform motion D) Non-uniform motion 34. Which one of the following pairs of concepts cannot both simultaneously be constant and non tero for a body? A. The specd and velocity B Magnitude of acceleration and acceleration C. Total distance and displacement D. Velocity and occeleration 35. In uniform circular motion, the speed of the object is: A. Constant B. Increasing C. Decreasing D. Zero 36. In uniform circular motion, the direction of velocity changes because of. A. Tangential acceleration B. Cenuripetal force C. Incria D. Gravily 37. The acceleration in uniform circular motion is direcied. A. Tangential to the circle B. Radially outward C. Radially inward D. Ais 43 dyroc angle 38. The net force acting on an object in uniform circular motion is called. A Centrifugal force B Gravitational force \( C \) Cent 39. The period of an object in uniform circulat B. The distance covered in one second A. The time to complete one rev the forie Bacting on the object C. The speed of the object D The femains consiant in uniform circular motion? Which of the following quantitics Acceleration D. Centripetal fort:
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When an object moves in a circular path, the key relationship is that the distance traveled around the circle is greater than the displacement, which is the straight-line distance from the starting point to the endpoint. In fact, for a complete circular motion, the displacement is zero, while the distance can be quite large depending on the radius of the circle. So, essentially, distance is always greater than or equal to displacement! Now, let's take a deeper dive into how these concepts apply practically. Consider an amusement park ride that goes in a circular loop. The riders will experience a change in direction and a feeling of acceleration due to centripetal force, even if their speed remains constant. Understanding this relationship helps engineers design safer and more exhilarating rides while ensuring that the forces experienced by riders are within comfortable limits!