Answer:
Explanation:To find the center of mass (COM) of two particles, you can use the formula:
COM=m1+m2m1x1+m2x2
where ( m_1 ) and ( m_2 ) are the masses of the two particles, and ( x_1 ) and ( x_2 ) are their respective positions.
Using your values:
( m_1 = 2 , kg ), ( x_1 = 101 , m ) (assuming meters)
( m_2 = 1 , kg ), ( x_2 = 220 , m ) (assuming meters)
Plugging these into the formula gives:
COM=2+12∗101+1∗220
COM=3202+220
COM=3422
COM≈140.67m
So, the coordinates of the center of mass for the two particles would be approximately ( 140.67 , m ).
