Distance from E, E velocity ET centre of earth R. -6.23*107 J 5*10' J 1*10* J -1.25*10' J 2R. -3.13*107 J 1.88*107 J 0.613*104 J -1.25*107J 3R. -2.08*107 J 0.83*107 J 0.41*104 J -1.25*107 J 4R. -1.58*107 J 0.33*107 J 0.26*10* J -1.25*10' J 6R. -1.04*107 J -0.21*107 J -1.25*107 J (Not possible) 8R. -7.82*10 J -047*107 J -1.25*107 J (Not possible) Not possible -1.25*107 J Really, really far O J 2. Is it possible to find the rock at a distance of 6R,? What eventually happened to the rock? Explain.

Distance from E, E velocity ET centre of earth R. -6.23107 J 510' J 110 J -1.2510' J 2R. -3.13107 J 1.88107 J 0.613104 J -1.25107J 3R. -2.08107 J 0.83107 J 0.41104 J -1.25107 J 4R. -1.58107 J 0.33107 J 0.2610* J -1.2510' J 6R. -1.04107 J -0.21107 J -1.25107 J (Not possible) 8R. -7.8210 J -047107 J -1.25107 J (Not possible) Not possible -1.25107 J Really, really far O J 2. Is it possible to find the rock at a distance of 6R,? What eventually happened to the rock? Explain.

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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Distance from E, E velocity ET centre of earth R. -6.23*107 J 5*10' m/s 1*10“ J -1.25*10'J 2R. -3.13*107 J 1.88*107 m/s 0.613*10“ J -1.25*107 J 3R -2.08*107 J 0.83*10' m/s 0.41*10ª J -1.25*107 J 4R. -1.58*107 J 0.33*107 m/s 0.26*10ª J -1.25*107 J 6R. -1.04*10' J -0.21*107 m/s -1.25*10' J (Not possible) 8R. -7.82*106 J -047*10'm/s -1.25*107 J (Not possible) Not possible Really, really far O J -1.25* 2. Plot on one graph E, E and E, as a function of distance. Use smooth curves and straight lines to highlight the patterns. Indicate on the graph the maximum distance the rock will travel.
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