Two particles are located in an xy coordinate system. Particle 1 (mass m₁ = 10.0 kg) is fixed at the origin. Particle 2 (mass m₂ = 20.0 kg) is initially located on the x axis (0 =0) at distance r = 2.00 m from the origin and particle 1. This situation is depicted in the simulation (linked below). Simulation The Gravitational Force Question 1 For the given position of the two particles, express the gravitational force on particle 1 due to particle 2, F12, in unit-vector notation. Give your answer in nanonewtons, and fill in the boxes below. F12 = (i nN)i +(i nN) j
Two particles are located in an xy coordinate system. Particle 1 (mass m₁ = 10.0 kg) is fixed at the origin. Particle 2 (mass m₂ = 20.0 kg) is initially located on the x axis (0 =0) at distance r = 2.00 m from the origin and particle 1. This situation is depicted in the simulation (linked below). Simulation The Gravitational Force Question 1 For the given position of the two particles, express the gravitational force on particle 1 due to particle 2, F12, in unit-vector notation. Give your answer in nanonewtons, and fill in the boxes below. F12 = (i nN)i +(i nN) j
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
Transcribed Image Text:Two particles are located in an xy coordinate system. Particle 1 (mass m₁ = 10.0 kg) is fixed at the
20.0 kg) is initially located on the x axis (0 = 0) at distance r = 2.00 m
from the origin and particle 1. This situation is depicted in the simulation (linked below).
origin. Particle 2 (mass m2
=
Simulation The Gravitational Force
Question 1
For the given position of the two particles, express the gravitational force on particle 1 due to
particle 2, F12, in unit-vector notation. Give your answer in nanonewtons, and fill in the boxes
below.
F 12 = (i
nN)i+(i
nN) j
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