Question: A SO-N force is applied at 30 degrees above the horizontal on an object whose mass is 5 kg. The force accelerates the object on

 A SO-N force is applied at 30 degrees above the horizontalon an object whose mass is 5 kg. The force accelerates the

object on a rough horizontal surface of coefcient of friction m; =0.15, (a) Draw the free-body diagram for this problem. (b) Determine the

A SO-N force is applied at 30 degrees above the horizontal on an object whose mass is 5 kg. The force accelerates the object on a rough horizontal surface of coefcient of friction m; = 0.15, (a) Draw the free-body diagram for this problem. (b) Determine the object's acceleration in magnitude. You must solve this problem in the required format. A ruler is recommended to be used for the magnitude check. as shown by the instructor in the video lectures. GIVE\" TED Free Body DiagraniFBD Equations Calculations Upload your complete solution to this problem in a doc, docx, PDF orjpg document. HW-Newton's laws #21 Diagram Procient (3 points) Completeness [HFZII All the forces applied on the object are clearly indicated on the diagram as vectors in the appropriate direction with an appropriate magnitude. The xy rectangular coordinate system is chosen appropriately and labeled accordingly. Correctness [w=3] All forces in the Completeness Proficient Column object start at the center of the object and are drawn with a correct magnitude relative to one another and their arrow points in the correct direction. All forces that are not applied in the x or y directions are correctly resolved Magnitude check [w=1.!} Notation and Symbols [w=1.5} Positive Direction iw=11 E - uetlons & Calculation: Co rre ct ness (w: E] The magnitude check of the correctly drawn horizontal and vertical forces shows the forces to be adequately balanced andr'or unbalanced depending on given Information in the problem All symbols used are standard symbols with correct Indlces. Any angle of Inclination Is clearly marked and labeled. The positive chosen direction is clearly Indicated with an arrow and a + sign at the end of the arrow for both the x and the y directions. Equations and calculations are separated into two columns [for x and y} The first equation in the chain of equations used is Fnet=ma customized for the specific object and axis with appropriate indices All equations used are correct and the variables used are consistent with the symbols in the diagram. All calculations are correct and all correct units are present in every step of every calculation. Final answers are correct and have the correct units

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