For the problem related to Fundamental.3, a sketch of both vehicles showing their respective velocity and acceleration, including the frame of reference considered, is mandatory. Its absence will automatically make the problem false. At the instant shown, the car at A is traveling at 25 m.s¹ around the curve of radius 92 m while its speed is increasing at 4 m.s2. The car at B travels at 3 m.s¹ along the straightaway.

Elements Of Electromagnetics
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For the problem related to Fundamental.3, a sketch of both vehicles showing their respective velocity and acceleration, including the frame of reference considered, is mandatory. Its absence will automatically make the problem false.

At the instant shown, the car at A is traveling at 25 m/s around the curve of radius 92 m while its speed is increasing at 4 m/s². The car at B travels at 3 m/s along the straightaway.

- The sketch shows two cars: Car A on a curved path and Car B on a straight path.
- Velocity vector \( \mathbf{v_A} \) is directed along the curved path at point A.
- Velocity vector \( \mathbf{v_B} \) is directed along the straight path at point B.
- Angle \( \theta \) between the radius to car A and the horizontal line is 45°.
- Radius of the curve \(\rho_m\) = 92 m.
- A relative velocity vector between A and B is shown as \( \mathbf{v_{A/B}} = 22.6 \, \text{m/s} \).

Determine the acceleration of the car at B. (Put your answer in the cell below)
Transcribed Image Text:For the problem related to Fundamental.3, a sketch of both vehicles showing their respective velocity and acceleration, including the frame of reference considered, is mandatory. Its absence will automatically make the problem false. At the instant shown, the car at A is traveling at 25 m/s around the curve of radius 92 m while its speed is increasing at 4 m/s². The car at B travels at 3 m/s along the straightaway. - The sketch shows two cars: Car A on a curved path and Car B on a straight path. - Velocity vector \( \mathbf{v_A} \) is directed along the curved path at point A. - Velocity vector \( \mathbf{v_B} \) is directed along the straight path at point B. - Angle \( \theta \) between the radius to car A and the horizontal line is 45°. - Radius of the curve \(\rho_m\) = 92 m. - A relative velocity vector between A and B is shown as \( \mathbf{v_{A/B}} = 22.6 \, \text{m/s} \). Determine the acceleration of the car at B. (Put your answer in the cell below)
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