Three masses are arranged in the (x, y) 3kg (0,0) 6kg(0,3) 7kg (7,0) What is the magnitude of the resulting fo
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Three masses are arranged in the (x, y) 3kg (0,0) 6kg(0,3) 7kg (7,0) What is the magnitude of the resulting fo

[From: ] [author: ] [Date: 12-06-17] [Hit: ]
334*10^-10)^2 + (2.F = 1.......
Three masses are arranged in the (x, y)
3kg (0,0)
6kg(0,3)
7kg (7,0)
What is the magnitude of the resulting
force on the 3 kg mass at the origin? The
value of the universal gravitational constant
is 6.6726 × 10−11 N · m2/kg2 .
Answer in units of N

-
force 1 from the mass (0.3)
F1 = GMm/R^2
F1 = 6.67*10^-11*3*6/9 = 1.334*10^-10 N

force 2 from mass (7, 0)
F2 = 6.67*10^-11*3*7/49 = 2.858*10^-11 N

total force using Pythagoras theorem:
F = √((1.334*10^-10)^2 + (2.858*10^-11)^2)
F = 1.3643*10^-10 N <--- ans.


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