<![CDATA[MTH304 Assignment 3 Solution and Discussion]]>

<![CDATA[MTH304 Assignment 3 Solution and Discussion]]>Q. 1
A non-uniform beam AB of length 8 m and mass 8 kg rests on a pivot at the mid-point C. When a mass of 2 kg rests on the beam 1.5 m from B, the system is in equilibrium. Find the distance between A and the centre of mass of the beam.

Q. 2
A uniform rod AB of length 10 m and weight 5 N rests on two supports at B and C, where C is 1 m from A. A weight of 6 N is attached to the rod 2 m from A. Given that when a load is attached 0.5 m from A, the rod is on the point of tilting about C, Find the weight of this load in Newton.

]]>https://community.secnto.com//topic/1506/mth304-assignment-3-solution-and-discussionRSS for NodeMon, 08 Jun 2026 19:10:52 GMTMon, 10 Feb 2020 18:05:12 GMT60<![CDATA[Reply to MTH304 Assignment 3 Solution and Discussion on Mon, 10 Feb 2020 18:07:42 GMT]]>Q.1 Solution:

Anti clockwise moment = Clockwise moment
8gN * d = 2gN * 2.5m
8d = 5Nm
d = 5/8
d = 0.625m
= 4 – d
= 4 – ( 0.625)
= 3.375m

Q. 2 Solution:

R = 0
Taking moment about ‘C’
w * 0.5 = 6 * 1N + 5 * 4m
0.5w = 26Nm
w = 26/0.5m
w = 52 N

]]>https://community.secnto.com//post/3959https://community.secnto.com//post/3959Mon, 10 Feb 2020 18:07:42 GMT