Pick the statement which correctly describes the acceleration

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The discussion focuses on determining the correct acceleration of various objects in different scenarios, emphasizing the importance of understanding forces and changes in velocity. Participants initially struggle with their answers, particularly for scenarios involving an elevator's descent and an object thrown upward. Key insights include recognizing that an elevator moving at constant speed has zero acceleration, while a bullet shot downward experiences gravitational acceleration. The correct answers were ultimately identified as ABEBBD, reflecting the nuances of each situation. The conversation highlights the collaborative nature of problem-solving in physics.
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Pick the statement which correctly describes the acceleration, a, of the objects described below (neglecting air resistance). Select from A: a=0 m/s2, B: a=9.8 m/s2 down, C: a=9.8 m/s2 up, D: a > 9.8 m/s2 down, E: a < 9.8 m/s2 down, F: a > 9.8 m/s2 up, G: a < 9.8 m/s2 up, H: Not enough information E.g., if the first answer is A and the rest C, enter ACCCCC.
1) An elevator moving upward at constant speed
2) Just after a bullet is shot downward from a gun
3) An elevator starting on its descent
4) Just after release of an object which is thrown upward
5) At the top of the path of an object thrown upward
6) While a ball is in a person's hand during a downward throw




I am very new to this, so sorry if I am too vague. Any help would be GREATLY appreciated.
 
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Welcome to PF.

Our policy is that you need to show an attempt at solving the problem before getting help.
 
LOLZZZZZ OOPZZZ. Okay well, I have a feeling I may be overthinking this way too much. I thought it was ADBFBD, but I was told this is incorrect. I am unsure of 3) and 4), and this could be where I am wrong
 
I_LuV_FiZiX said:
LOLZZZZZ OOPZZZ. Okay well, I have a feeling I may be overthinking this way too much. I thought it was ADBFBD, but I was told this is incorrect. I am unsure of 3) and 4), and this could be where I am wrong
If (3) a=g, the el would be in free fall. Wouldn't want to be on that lift. In (4), the problem is looking for the acceleration after it leaves the thrower's hands.
 
Okay so what exactly are you suggesting? I have 2 tries left and I really need to get this right. Perhaps one of the other four is wrong
 
I agree with #'s 1, 5, & 6. So think again about 2, 3, 4.

Two things to think about for each case:

1. What are the forces acting on the object? We know that gravity causes an acceleration of 9.8 m/s^2; are there additional forces present that make the acceleration different?

2. Is the velocity changing for the situation described? If so, how (faster/slower, up/down)?
 
Thank you so much for your help. The answer was ABEBBD. Those two pieces of advice you gave in the last post were a great help. Thanks again, sorry for any inconveniences with my posts.
 
You're welcome! No inconvenience, that's what this forum is all about.
 
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