Physics Help: Get Your Questions Answered Now

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Homework Help Overview

The discussion revolves around understanding the application of Newton's second law (F=ma) in different gravitational contexts, specifically comparing conditions on Earth and the Moon. Participants are trying to clarify their reasoning regarding the forces required to accelerate a mass in these environments.

Discussion Character

  • Conceptual clarification, Assumption checking, Mathematical reasoning

Approaches and Questions Raised

  • Participants are attempting to determine the correct relationships between force, mass, and acceleration in different gravitational fields. Questions arise about the implications of gravity's direction and its effect on required force for acceleration.

Discussion Status

Some guidance has been provided regarding the reasoning behind the answers given, with specific emphasis on the need for deeper explanation of the concepts involved. Participants are exploring various interpretations of the questions and the underlying physics principles.

Contextual Notes

There is an emphasis on not providing direct answers, with a focus on encouraging participants to articulate their reasoning and assumptions. The original poster expresses uncertainty about the concepts being tested, indicating a need for clarification.

jbravo07
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Physics Question Help Please! :)

hmmm
 
Last edited:
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Hi jbravo07 and welcome to PF. We do not give answers to questions, especially "fill in the blanks" type of questions. Tell us what you think the correct answer is and why you think so. Then we will give you guidance if your reasoning goes astray.
 


ummm
 
Last edited:


jbravo07 said:
okay, i think the answers are

1. less than (F=ma)
2. less than (F=ma)
3. greater than (F=ma)
4. equal to (mass is the same anywhere)
5. less than (you weigh less on the moon than on earth)

im still getting it wrong, I am not sure what concepts it is asking us about, please help!
Going backwards, your answer to question 5 is correct although your reason is not complete.
Your answer to question 4 is Ok and your reason is good.

Now for the rest. You need to say more than just F = ma. Let's look at question 1 (we will deal with questions 2 and 3 later). How does F = ma explain that the Force required to accelerate horizontally a 500-kg mass on the Moon is less than what is required to do the same thing on the Earth? In what direction is gravity on the Earth and on the Moon, vertical, horizontal or both?
 


argh
 
Last edited:


The acceleration of gravity (not just any acceleration) on the Moon is 1/6 that of the Earth and that acts in the vertical direction both on the Earth and on the Moon. Imagine the 500-kg mass at rest on a horizontal table (no friction). Using F = ma, how much force will be required to give it an acceleration of 2 m/s2 on the Earth? Repeat the calculation assuming that you are on the Moon.
 

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