Calculating Acceleration Due to Gravity on the Moon and Mars

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Homework Help Overview

The discussion revolves around calculating the acceleration due to gravity on the surfaces of the Moon and Mars, utilizing their respective radii and masses. Participants are exploring different formulas and approaches to arrive at the correct values.

Discussion Character

  • Exploratory, Assumption checking, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss two different approaches: one using a formula related to centripetal force and another based on gravitational force. There is uncertainty regarding the correctness of the calculations and the need to convert units from kilometers to meters.

Discussion Status

Some participants suggest that the second approach is more appropriate for calculating acceleration due to gravity. There is an ongoing clarification about the necessity of unit conversion to SI units, indicating a productive direction in the discussion.

Contextual Notes

Participants are grappling with unit conversions and the application of gravitational formulas, highlighting potential confusion regarding the correct approach and calculations.

cougar_21
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Ok, please tell me if i am correct, or totally out of it :confused:

What is the acceleration due to gravity on the surface of
(a) the Moon (R=1.74x10^3km, m= 7.35x10^22kg)
(b) Mars (R=3.40x10^3km, m= 6.42x10^23kg)

i used v= square root of m/R

for a i got 6.4993x 10^9
for b i got 1.3741 X 10^10

is this correct, cause i really am not confident :smile:
 
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k i took a different approach please tell me which one is the correct one:
this time i took Gm/R^2 to get the acc.

for a i got 1.62 m/s^2
o.0 sorry i really have no clue what I am doing :frown:
 
Last edited:
You should use the second one. Basically, they are all originated from [tex]\frac{GMm}{R^2}[/tex]. You got the first one by equalling it to centripedal force and the second to [tex]mg[/tex].
 
k so then the second equation is the correct one? TY o:)

Another question since the R is in km should I change it to meters?
 
Last edited:
Yes, you have to change them to SI unit.
 
cougar_21 said:
Another question since the R is in km should I change it to meters?
yes, you should.
 
thank you !
 

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