---
title: "An object undergoing simple harmonic motion has a maximum displacement of \\(6.2\\) \\(\\text{m}\\) at \\(t = 0.0\\) \\(\\text{s}\\). If the angular frequency of oscillation is \\(1.6\\) \\(\\text{rad/s}\\), what is the object’s displacement when \\(t = 3.5\\) \\(\\text{s}\\)?"
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date_modified: "2025-03-31T23:53:49+00:00"
---

# An object undergoing simple harmonic motion has a maximum displacement of \(6.2\) \(\text{m}\) at \(t = 0.0\) \(\text{s}\). If the angular frequency of oscillation is \(1.6\) \(\text{rad/s}\), what is the object’s displacement when \(t = 3.5\) \(\text{s}\)?

An object undergoing simple harmonic motion has a maximum displacement of \(6.2\) \(\text{m}\) at \(t = 0.0\) \(\text{s}\). If the angular frequency of oscillation is \(1.6\) \(\text{rad/s}\), what is the object’s displacement when \(t = 3.5\) \(\text{s}\)?

- **A.** \[ 4.8 \ \text{m} \]
- **B.** \[ 5.6 \ \text{m} \]
- **C.** \[ 3.7 \ \text{m} \]
- **D.** \[ 3.1 \ \text{m} \]
- **E.** \[ 2.6 \ \text{m} \]

*The answer key and step-by-step explanation are available to logged-in users at https://nerd-notes.com/ubq/81714/*