A simple pendulum has period on Earth. What length would give a period of at the same location?
- A
- Bcheck_circle
- C
- D
Explanation
. To halve the period, length must drop by a factor of , so new length is .
AP Physics 1· difficulty 4/5
A simple pendulum has period on Earth. What length would give a period of at the same location?
Explanation
. To halve the period, length must drop by a factor of , so new length is .
Want 10 more like this — adaptive to your weak spots?
A spring-mass oscillator has k = 50\text{N/m} and m = 0.20\text{kg}. Its angular frequency is…
chevron_rightA simple pendulum has period 2.0\,\text{s} on Earth where g = 9.8\,\text{m/s}^2. What would its period be on the Moon where g{\text{moon}} = 1.62\,\text{m/s}^2 …
chevron_rightA simple pendulum of length 0.40\text{m} on Earth has period closest to (using \pi^2 \approx 10, g \approx 10\text{m/s}^2):…
chevron_right