Prove the formula! VIIm₂ V 21m₁v₁ + m₂V₂=m₁V₁F + m₂V₂FQ=(K₁+K₂1)-(K₁F + K₂F)-(m,v+m₂v)-(m,v+m₂v)= Ap. (V₁ - V₁1)(1-e)V2F-VIF = e(V₁1-V₂)→ 0≤e≤1Ap=m₁ (₁-₂)=m₂ (V₂F-VIF)m₁ VIFm₂ V2FBuktikan !

We have two masses m1 and m2. And its Initial speed of masses m1 and m2 Respectevely: V1i and V2i

m₂ V 21 m₁v₁ + m₂v₁ = m₂V₁E + m₂V₂F Q=(K₁1 +K₂₁)-(K₁F +K₂F) Buktikan ! = (m₁v₁+/m₂v²₁)-(m₁v₁ + 1m₂v²) = Ap.(V₁-V₂₁₁)(1-e) V2F-V₁F = e(V₁-V₁1)→ 0≤e≤1 Ap=m₁ (₁-₂)= m₂ (V₂F-VIF) m₁ m₁ VIF m₂ V2F

m₂ V 21 m₁v₁ + m₂v₁ = m₂V₁E + m₂V₂F Q=(K₁1 +K₂₁)-(K₁F +K₂F) Buktikan ! = (m₁v₁+/m₂v²₁)-(m₁v₁ + 1m₂v²) = Ap.(V₁-V₂₁₁)(1-e) V2F-V₁F = e(V₁-V₁1)→ 0≤e≤1 Ap=m₁ (₁-₂)= m₂ (V₂F-VIF) m₁ m₁ VIF m₂ V2F

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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Question

Prove the formula!

VII
m₂ V 21
m₁v₁ + m₂V₂=m₁V₁F + m₂V₂F
Q=(K₁+K₂1)-(K₁F + K₂F)
-(m,v+m₂v)-(m,v+m₂v)
= Ap. (V₁ - V₁1)(1-e)
V2F-VIF = e(V₁1-V₂)→ 0≤e≤1
Ap=m₁ (₁-₂)=m₂ (V₂F-VIF)
m₁ VIF
m₂ V2F
Buktikan !

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