Resonance Frequency of a Damped Oscillator

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To determine the driving frequency that causes resonance in a damped oscillator, one must consider the mass (1.05 kg) and the spring constant (161.0 N/m). If damping is negligible, the resonant frequency can be calculated using the standard formula for the frequency of oscillation of a mass-spring system. However, if damping is significant, additional information about the damping force is required to accurately assess its effect on the resonant frequency. Understanding these principles is essential for solving the problem effectively. The discussion emphasizes the importance of knowing the damping characteristics to proceed with the calculations.
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hi
i have no idea how to do it, can some one give me a direction or an outline?


A 1.05 kg mass is suspended from a spring, with a spring constant of 161.0 N/m. Find the driving frequency which would cause resonance.

all i need is to know where to start from
 
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If this question is about the effect of damping on the resonant frequency of a mechanical system, you will need more information. In particular, the size of the damping force.
If damping isn't significant, then you just need to use the formula for the period or frequency of oscillation of a mass on a spring.
Do you know that formula?
 

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