Calculating Moment of Force for 300kg Crate Around Support A | 3000N Force

  • Thread starter Thread starter John78
  • Start date Start date
  • Tags Tags
    Force Moment
AI Thread Summary
The discussion focuses on calculating the moment of force exerted by a 300 kg crate around support A, resulting in a force of 3000 N. The calculations provided show that Ra is approximately 428.57 N and Rb is about 2571.42 N, with the total forces confirming the weight of the crate. The moment around A is calculated as MA = 3000N * 6m - 2571.42, yielding a negative moment value. The correctness of the calculations is affirmed, with a suggestion to round the results to 400 N and 2600 N for simplicity. Overall, the calculations appear accurate based on the assumptions made regarding the crate's center of mass.
John78
Messages
21
Reaction score
0

Homework Statement



Calculate the moment of the force exerted by the crate around support A.

Homework Equations



crate = 300 kg
1 kg=10N
300Kg*10=3000N

The Attempt at a Solution



Ra*42 m = 3000N *6m
Ra = 428,57 N

Rb*42 m = 3000N *36m
Rb=2571,42 N


I just want to check whether my working is correct or not.
 

Attachments

  • 1.JPG
    1.JPG
    3.2 KB · Views: 416
Physics news on Phys.org
It's easy
 
not for every one :C
 
It is not easy because you have not been told the size of the box!
The moment of the box = weight x distance of centre of mass from A
 
I know only that crate = 300 kg
 
My calculation looks like that

crate = 300 kg
1 kg=10N
300Kg*10=3000N

Ra*42 m = 3000N *6m
Ra = 428,57 N

Rb*42 m = 3000N *36m
Rb=2571,42 N

MA=3000N*6m-2571,42
MA=-89999,64

Ra+Rb=428,57+2571,42=2999,99=3000N!

So the answer is Ra = 428,57 N

Am I right i thinking?
 
if you assume that the cm of the crate is at 6 m from the left, your calculations are good, ecept that you should round them off to about 400N and 2600 N, respectively.
 
Back
Top