A certain pendulum has a period of 1.7s on Earth. What is the period of this pendulum on a planet that has a gravitational acceleration of 15m/s 2.
Given:
"T_E=1.7\\:\\rm s"
"g_E=9.8\\rm \\: m\/s^2"
"g_P=15\\rm \\: m\/s^2"
The period of oscillation of a simple pendulum
"T=2\\pi\\sqrt{\\frac{l}{g}}"Hence
"T_P=T_E\\sqrt{\\frac{g_E}{g_P}}=1.7\\sqrt{\\frac{9.8}{15}}=1.4\\:\\rm s"
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