**Title: Understanding Acceleration Vectors at Points on a Curve****Description:**In the figure below, suppose that the car is speeding up as it passes through point B and slowing down as it passes through point C. In what direction does the total acceleration vector point at points B and C? Answer in terms of a quadrant (I, II, III, or IV).**Diagram Explanation:**- The diagram shows a car moving along a curved path with three key points: A, B, and C.- At point A, the car is moving towards point B, which is located in a dip of the path. The velocity vector is shown pointing horizontally to the right.- At point B, the car is speeding up as it moves upward towards point C. - At point C, the car is slowing down as it reaches the crest of the path, preparing to descend.- Both radii, r, from the center of circular paths at points B and C are labeled as 200 m.**Quadrant Choices:**1. **Point B: Quadrant II** **Point C: Quadrant IV**2. **Point B: Quadrant IV** **Point C: Quadrant II**3. **Point B: Quadrant I** **Point C: Quadrant III**4. **Point B: Quadrant I** **Point C: Quadrant II**5. **Point B: Quadrant IV** **Point C: Quadrant I**6. **None of the above**Students are challenged to determine the correct directional quadrants for the total acceleration vectors at points B and C based on the car's motion—speeding up through point B and slowing down at point C.**Note for Educators:**This exercise helps students apply concepts of physics related to motion along a path and analyze changes in velocity and acceleration vectors using quadrant systems.

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Answered: In the figure below, suppose that the…

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