Weight on Mars: Calculating 56lbs from 150lbs

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SUMMARY

The discussion focuses on calculating the weight of an object on Mars based on its weight on Earth, specifically converting 150 lbs to its equivalent on Mars. The gravitational force equation, F=G(m1)(m2)/d^2, is utilized, with G being 6.67x10^-11. The correct conversion shows that 150 lbs on Earth equals approximately 56 lbs on Mars, which is derived from the mass ratio of Mars to Earth and the appropriate unit conversions. The final answer of 249 Newtons confirms this calculation.

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Homework Statement



The problem is to find what 150lbs on Earth = Xlbs on mars.

Homework Equations



F=G(m1)m2/d^2

G = 6.67x10^-11 (obviously)

The Attempt at a Solution



I'm getting incredibly annoyed because he gave us the wrong units etc, and we didn't even go over this in class. The last time I did this was in Highschool Physics...150lbs = 68KG

mars has .108 the mass of Earth and the diameter is 6,787KM
FG (W) = 6.67x10^-11 (68 KG) 6.45x10^23 KG
___________________________ = 8.63 Newtons?...
3393.5^2 KMI know my answer needs to be 249N which = 56lbs (I went onto an online calculator thing)
 
Last edited:
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Afide said:

Homework Statement



The problem is to find what 150lbs on Earth = Xlbs on mars.



Homework Equations



F=G(m1)m2/d^2

G = 6.67x10^-11 (obviously)



The Attempt at a Solution



I'm getting incredibly annoyed because he gave us the wrong units etc, and we didn't even go over this in class. The last time I did this was in Highschool Physics...


150lbs = 68KG

mars has .108 the mass of Earth and the diameter is 6,787KM



FG (W) = 6.67x10^-11 (68 KG) 6.45x10^23 KG
___________________________ = 8.63 Newtons?...
3393.5^2 KM


I know my answer needs to be 249N which = 56lbs (I went onto an online calculator thing)

Check your units. Shouldn't you have the units of Mars' radius in meters? Make sure your units for G go with your other units.
 
This might be easier to solve using ratios.

F_e = \frac{GmM_e}{R_e^2}

F_m = \frac{GmM_m}{R_m^2}

Divide to find Fm/Fe. Doing it this way, several things cancel and you don't have to worry about converting units.
 

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