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College Physics
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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Im J 30 3 d=15 F=50N mg from ΣF = ma m = 3 kg d=1m M₁ = 0.1 k INSTRUCTIONS: Solve using Newton's Law. FESON find the acceleration, a find the final velocity, V₁ Create a 'free body diagrams' completely. Show all equations obtained from the free body diagrams. Show all solutions completely. From [v+²=v₁² + 2ad] Blag =F=ma a = ? = Im ²-√₂²+zad EFx =maxy EFj = may
Transcribed Image Text:Im J 30 3 d=15 F=50N mg from ΣF = ma m = 3 kg d=1m M₁ = 0.1 k INSTRUCTIONS: Solve using Newton's Law. FESON find the acceleration, a find the final velocity, V₁ Create a 'free body diagrams' completely. Show all equations obtained from the free body diagrams. Show all solutions completely. From [v+²=v₁² + 2ad] Blag =F=ma a = ? = Im ²-√₂²+zad EFx =maxy EFj = may
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Please answer completely with detailed answers and read the instructions carefully. Thank you so much!

 

NOTE: Need the detailed explanations/steps on how the formulas are derived with the help of 'free body diagrams'. Thank you!

 
Im J 30 3 d=15 F=50N mg from ΣF = ma m = 3 kg d=1m M₁ = 0.1 k INSTRUCTIONS: Solve using Newton's Law. FESON find the acceleration, a find the final velocity, V₁ Create a 'free body diagrams' completely. Show all equations obtained from the free body diagrams. Show all solutions completely. From [v+²=v₁² + 2ad] Blag =F=ma a = ? = Im ²-√₂²+zad EFx =maxy EFj = may
Transcribed Image Text:Im J 30 3 d=15 F=50N mg from ΣF = ma m = 3 kg d=1m M₁ = 0.1 k INSTRUCTIONS: Solve using Newton's Law. FESON find the acceleration, a find the final velocity, V₁ Create a 'free body diagrams' completely. Show all equations obtained from the free body diagrams. Show all solutions completely. From [v+²=v₁² + 2ad] Blag =F=ma a = ? = Im ²-√₂²+zad EFx =maxy EFj = may
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Provide detailed explanations on how the formulas are derived with the help of 'free body diagrams'.

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