Period of Oscillation for mass on a spring.

AI Thread Summary
The discussion focuses on calculating the period of oscillation for a mass on a spring, using the formula T=2π√(m/k). The user calculated the period with a mass of 0.87 kg and a spring constant of 37 N/m, arriving at a result of 0.9634 seconds. They sought verification of their calculations, comparing their result to a friend's calculation of 0.148 seconds. The calculations were confirmed as correct, with the user expressing gratitude for the validation. The thread emphasizes the importance of accurate application of the formula in determining oscillation periods.
dragon-kazooie
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Hi! I would just like someone to verify that I am doing this correctly (and point out what I am doing wrong if I am not). A friend is getting T = 0.148s but I don't have her calculations, but I think I am solving the problem correctly and getting 0.9634s.

1. Homework Statement
A 0.87 kg mass is hung on a spring. When released, it goes into simple harmonic motion. If the spring constant is 37 n/m, what is the period of the oscillation?

Homework Equations


T=2π√ (m/k)

The Attempt at a Solution


T=2π √ (0.87/37)
T=2π × 0.15334
T = 0.9634sThank you in advance!
 
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I get the same answer as you.
 
kuruman said:
I get the same answer as you.
Thank you!
 
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