Need help with this practice quesiton Problem 1: Let us consider the Earth as a sphere rotating at some constant angular velocity i about theaxis through its poles. You, of mass m, are at some point on the surface of the Earth, at some angle 0 abovethe equator, as shown below:(c) We know that gravity, constant in magnitude g along the surface of the Earth and headed towards thecentre of the Earth, is the reason why you'd stay put on the rotating sphere that is the Earth. Youmay notice that gravity alone does not account for the net force in (b), implying that a second force ispresent that maintains your motion. Draw a complete diagramme of the forces acting on you, and findthis second force, both magnitude and direction. (Remember that the unit radial vector is denoted î.)

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Let us consider the Earth as a sphere rotating at some constant angular velocity i about the its poles. You, of mass m, are at some point on the surface of the Earth, at some angle 0 above as shown below:

Let us consider the Earth as a sphere rotating at some constant angular velocity i about the its poles. You, of mass m, are at some point on the surface of the Earth, at some angle 0 above as shown below:

Classical Dynamics of Particles and Systems

5th Edition

ISBN:9780534408961

Author:Stephen T. Thornton, Jerry B. Marion

Publisher:Stephen T. Thornton, Jerry B. Marion

Chapter11: Dynamics Of Rigid Bodies

Section: Chapter Questions

Problem 11.10P

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