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This is the formula for the angular frequency ω of a mass m suspended from a spring of spring constant k. Solve this formula for k.

This is the formula for the angular frequency ω of a mass m suspended from a spring of spring constant k. Solve this formula for k.

VIDEO ANSWER: Hello, here we have to start with a formula for angular frequency of a suspended mass. So this angular frequency omega is square root of k over m…

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When spring undergoes simple harmonic motion, its angular frequency (Ï‰) of oscillation is related to the constant (k) and the total spring mass of the system (M) via Ï‰ = âˆš(k/M). Assume you have conducted an experiment in which you have varied the mass and recorded the resultant angular frequency values. You then decided to analyze the data graphically using linearization. Which of the following expressions represents the linearized relationship between Ï‰ and M?Select one: Ï‰ = (k/M)^(1/2)6.

When spring undergoes simple harmonic motion, its

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