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HW10_3 A Using Newton's second law, it can be shown that the period T of a pendulum with length Land maximum angle of deflection 0gis given by: L /2 |1– k²sin² 1 T = 4 dx where k = sin (0). Use MATLAB function integral to estimate the period for a pendulum for any L=0.2m and 0, = 30°.

HW10_3 A Using Newton's second law, it can be shown that the period T of a pendulum with length Land maximum angle of deflection 0gis given by: L /2 |1– k²sin² 1 T = 4 dx where k = sin (0). Use MATLAB function integral to estimate the period for a pendulum for any L=0.2m and 0, = 30°.

Database System Concepts
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
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HW10_3 A Using Newton's second law, it can be shown that the period T of a pendulum with length Land maximum angle of deflection 0,is given by: L (T/2 1 T = 4 9 Jo 1 – k²sin² (x) where k = sin (0). Use MATLAB function integral to estimate the period for a pendulum for any L=0.2m and 0, = 30°.
Transcribed Image Text:HW10_3 A Using Newton's second law, it can be shown that the period T of a pendulum with length Land maximum angle of deflection 0,is given by: L (T/2 1 T = 4 9 Jo 1 – k²sin² (x) where k = sin (0). Use MATLAB function integral to estimate the period for a pendulum for any L=0.2m and 0, = 30°.
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