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Unformatted text preview: 1. in the + x direction. 2. in the – x direction. 3. in the + y direction. 4. in the – y direction. 5. somewhere between the +x and +y direction. 6. somewhere between the –x and –y direction. 7. somewhere between the –x and +y direction. 8. somewhere between the +x and –y direction. Which vector most accurately represents the direction of the net acceleration (considering both radial and tangential) for a simple pendulum at the instant the motion is at the position halfway between the maximum height and the bottom of the swing: 2) a 1) a a a 3) 4)...
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This note was uploaded on 03/15/2009 for the course PH 212 taught by Professor Demaree during the Winter '08 term at Oregon State.
- Winter '08