Physics

Physics

Problem

a. Part 1: A light spring is loaded first with a 0.20 kg0.20\,\text{kg} mass and then with a 0.50 kg0.50\,\text{kg} mass. The corresponding time periods of small vertical oscillations are 1.2 s1.2\,\text{s} and 1.6 s1.6\,\text{s}, respectively. (i) Write the relation connecting the period, the attached mass and the spring constant. For example, use the relation T=2πmkT = 2\pi \sqrt{\frac{m}{k}}. (ii) Using the above data, calculate the spring constant of the spring. a. Part 1: A light spring is loaded first with a 0.20 kg0.20\,\text{kg} mass and then with a 0.50 kg0.50\,\text{kg} mass. The corresponding time periods of small vertical oscillations are 1.2 s1.2\,\text{s} and 1.6 s1.6\,\text{s}, respectively. (i) Write the relation connecting the period, the attached mass and the spring constant. For example, use the relation T=2πmkT = 2\pi \sqrt{\frac{m}{k}}. (ii) Using the above data, calculate the spring constant of the spring.

Browse the problem library