A pendulum rod holding a bob at the bottom of the bob. Is the centre of oscillation at the bottom of the bob or is ot at the centre?
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Do you remember Newton’s laws of motion from a couple sections back? Back then, we used those laws to calculate the acceleration of an object, so that we could compute and draw its new position in the world. Now, we're going to use those laws to calculate the acceleration of a pendulum, to compute and draw its position along the swing. And as it turns out, we're going to need some help from trigonometry along the way.
A pendulum is a bob suspended from a pivot. Obviously a real-world pendulum would live in a 3D space, but we’re going to look at a simpler scenario, a pendulum in a 2D space—the program canvas
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