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48. Displacement of a Shock Absorber The displacement of an automobile shock absorber is modeled by the function f(1) = 2-0.2 sin 4mt Find the times when the shock absorber is at its equilibrium position (that is, when f(t) = 0). [Hint: 2*>0 for all real x.]

48. Displacement of a Shock Absorber The displacement of an automobile shock absorber is modeled by the function f(1) = 2-0.2 sin 4mt Find the times when the shock absorber is at its equilibrium position (that is, when f(t) = 0). [Hint: 2*>0 for all real x.]

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section: Chapter Questions
Problem 78RE
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48. Displacement of a Shock Absorber The displacement of an automobile shock absorber is modeled by the function f(1) = 2-0.2 sin 4mt Find the times when the shock absorber is at its equilibrium position (that is, when f(t) = 0). [Hint: 2*>0 for all real x.]
Transcribed Image Text:48. Displacement of a Shock Absorber The displacement of an automobile shock absorber is modeled by the function f(1) = 2-0.2 sin 4mt Find the times when the shock absorber is at its equilibrium position (that is, when f(t) = 0). [Hint: 2*>0 for all real x.]
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