An amusement ride called the "corkscrew" takes the passengers through the upside-down curve of a horizontal cylindrical helix. The velocity of the cars as they pass position A is 15 m /s, and the component of their acceleration measured along the tangent to the path is g cos at this point. The effective radius of the cylindrical helix is 5 m, and the helix angle is = 40°. Compute the magnitude of the acceleration of the passengers as they pass position A.

a = 27.457m/s^2

Explanation: The magnitude of acceleration of the passengers as they pass position A will be determined by using pythagorean theorem. Because the centripetal acceleration is perpendicular to gravitational acceleration.

Please find the attached file for the solution

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