Unformatted text preview: x Distance (m) Three Masses in a Plane Figure: Drawn to scale. Calculate the xcoordinate oF the center oF mass. Answer in units oF m. Your answer must be within ± 3%. 004 (part 2 oF 2) 10 points Calculate the ycoordinate oF the center oF mass. Answer in units oF m. Your answer must be within ± 3%. 005 (part 1 oF 2) 10 points Three particles are placed in the xy plane. A m 1 = 30 g particle is located at ( x 1 , y 1 ), where x 1 = 8 . 7 m and y 1 = 2 . 6 m and a m 2 = 19 g particle is located at ( x 2 , y 2 ), where x 2 =3 . 8 m and y 2 =1 . 4 m . What must be the x coordinate oF the m 3 = 30 g particle so that the center oF mass oF the threeparticle system is at the origin? Answer in units oF m. 006 (part 2 oF 2) 10 points What must be the y coordinate oF the m 3 = 30 g particle so that the center oF mass oF the threeparticle system is at the origin? Answer in units oF m....
View
Full Document
 Spring '10
 Tleva
 Mass, General Relativity, 1.4 m, 2.6 m

Click to edit the document details