9.81 A simple pendulum's period (time it takes to complete one cycle) can L be modeled...
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9.81 A simple pendulum's period (time it takes to complete one cycle) can L be modeled with the radical/root function T(L) = 271 where T is in seconds and L is in meters. Find the period of a pendulum of length 3 meters, and the length of a pendulum with period 2 seconds. Include a graph with an appropriate restricted domain for geometric support. Problem 3. Find a model for the radius of a sphere as a function of its volume, and use it to estimate the radius of the moon having a volume of approximately 2.1598 x 10¹⁹ m³. Include a graph with an appropriate restricted domain for geometric support. 9.81 A simple pendulum's period (time it takes to complete one cycle) can L be modeled with the radical/root function T(L) = 271 where T is in seconds and L is in meters. Find the period of a pendulum of length 3 meters, and the length of a pendulum with period 2 seconds. Include a graph with an appropriate restricted domain for geometric support. Problem 3. Find a model for the radius of a sphere as a function of its volume, and use it to estimate the radius of the moon having a volume of approximately 2.1598 x 10¹⁹ m³. Include a graph with an appropriate restricted domain for geometric support.
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Related Book For
Calculus Early Transcendentals
ISBN: 978-0321947345
2nd edition
Authors: William L. Briggs, Lyle Cochran, Bernard Gillett
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