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The displacement of a mass from its equilibrium position as it oscillates on a horizontal spring satisfies the equation \(x(t)= Acos(\omega t + \phi_0)\)

At \(t = 0 s\), what are the two possible values of the x-components of the velocity of the mass (\(v_x\)) in terms of \(v\_{max}\) that are found when \( x = - \frac{A}{2} \), and which value of \(\phi_0\) does each belong to?

Part 1#

Enter the higher value here.

Answer Section#

PLease enter a numeric value.

Part 2#

Enter the lower value here.

Answer Section#

Please enter a numeric value.

Attribution#

Problem is from the OpenStax University Physics Volume 2 textbook, licensed under the CC-BY 4.0 license.
Image representing the Creative Commons 4.0 BY license.