Work Done and Acceleration (Mistaken Answers?)

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Homework Help Overview

The discussion revolves around concepts of work, acceleration, and energy in the context of physics problems, specifically addressing misunderstandings related to acceleration when an object is at rest and the relationship between gravitational potential energy and power.

Discussion Character

  • Exploratory, Assumption checking, Conceptual clarification

Approaches and Questions Raised

  • Participants are questioning the validity of their answers regarding acceleration and energy calculations. There is a focus on the implications of lifting an object at constant speed and the definitions of kinetic energy and power.

Discussion Status

Multiple participants express agreement with the original poster's concerns while also raising questions about the sources of the answers. The discussion is exploring different interpretations of the physics concepts involved, particularly regarding acceleration and energy relationships.

Contextual Notes

There is mention of potential confusion arising from test bank questions, and concerns about the accuracy of the questions and answers provided in educational materials are noted.

amandela
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Homework Statement
Q1) A ball is thrown and follows a parabolic path. Air friction is negligible. Point Q is the highest point on the path. What is the direction of the acceleration there?

Q2) A weightlifter lifts a mass m at constant speed to a height h in time t. How much work is done by the weightlifter?
Relevant Equations
Wnet = ΔKE + ΔPE + Wnc
So for Q1, I answered down (towards Earth) but the solution says there is no acceleration there.

For Q2, I answered mgh, but the solution says it's mgh/t, which is power, right?

I just want to make sure I'm not super confused.

Thank you.
 
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You are correct in both cases. Where are you getting the other answers from?
 
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PeroK said:
You are correct in both cases. Where are you getting the other answers from?
Agreed, except that if the weight is lifted from rest at speed h/t then it reaches h with KE ##\frac 12mh^2/t^2##.
 
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haruspex said:
Agreed, except that if the weight is lifted from rest at speed h/t then it reaches h with KE ##\frac 12mh^2/t^2##.
It says at constant speed.
 
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PeroK said:
You are correct in both cases. Where are you getting the other answers from?
Thank you. They're from a test bank for the AP mechanics exam.
 
amandela said:
Thank you. They're from a test bank for the AP mechanics exam.
There seems to be a growing problem with dodgy questions and/or dodgy answers. That someone teaching physics might think the acceleration is zero when velocity is zero ought to shock me, but doesn't surprise me.

Note that for any motion you can always change your inertial frame of reference so that an object is instantaneously at rest. But, acceleration is the same across all inertial reference frames. Which is why Newton's laws deal with force and acceleration and not velocity.
 
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