The oscillations of a heavily damped pendulum satisfy the differential equation dx dx dr +6+8x=0, where...

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The oscillations of a heavily damped pendulum satisfy the differential equation d²x dx dr² +6+8x=0, where x cm is the displacement of the bob at timer seconds. The initial displacement is equal to +4 cm and the initial velocity (i.e.) is 8 cm/s. Solve the equation for .x. The oscillations of a heavily damped pendulum satisfy the differential equation d²x dx dr² +6+8x=0, where x cm is the displacement of the bob at timer seconds. The initial displacement is equal to +4 cm and the initial velocity (i.e.) is 8 cm/s. Solve the equation for .x.

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