Particles P1, P2, P3 and Q form a rectangle as indicated in the diagramgiven below.Q(a) 79 kg(b) 77 kg(c) 81 kg(d) 67 kg(e) 75 kg1 m0FO3 mP3P₁P₂If particle P₁ has mass 61 kg, particle P3 has mass 57 kg and the resultantgravitational force F acting on particle Q due to the particles P₁, P2 andP3 makes an angle 078° with the straight line that passes through theparticles P3 and Q, then the mass of particle P₂ (rounded to the nearestkilogram) is equal to:

Answered: Image /qna-images/answer/6baab428-ae13-4da3-8077-6aa8a3f92839.jpg

articles P₁, P2, P3 and Q form a rectangle as indicated in the diagram ven below. Q a) 79 kg b) 77 kg c) 81 kg d) 67 kg c) 75 kg 1 I I ilm 0 F 3 m P3 P1 P2 particle P₁ has mass 61 kg, particle P3 has mass 57 kg and the resultant avitational force Facting on particle Q due to the particles P₁, P2 and makes an angle =78° with the straight line that passes through the articles P3 and Q, then the mass of particle P2 (rounded to the nearest logram) is equal to:

articles P₁, P2, P3 and Q form a rectangle as indicated in the diagram ven below. Q a) 79 kg b) 77 kg c) 81 kg d) 67 kg c) 75 kg 1 I I ilm 0 F 3 m P3 P1 P2 particle P₁ has mass 61 kg, particle P3 has mass 57 kg and the resultant avitational force Facting on particle Q due to the particles P₁, P2 and makes an angle =78° with the straight line that passes through the articles P3 and Q, then the mass of particle P2 (rounded to the nearest logram) is equal to:

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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Question

Particles P1, P2, P3 and Q form a rectangle as indicated in the diagram
given below.
Q
(a) 79 kg
(b) 77 kg
(c) 81 kg
(d) 67 kg
(e) 75 kg
1 m
0
FO
3 m
P3
P₁
P₂
If particle P₁ has mass 61 kg, particle P3 has mass 57 kg and the resultant
gravitational force F acting on particle Q due to the particles P₁, P2 and
P3 makes an angle 078° with the straight line that passes through the
particles P3 and Q, then the mass of particle P₂ (rounded to the nearest
kilogram) is equal to:

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Step 2: Determine force on particle Q

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Step 3: Determine x- component of force on particle Q

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Step 4: Determine y-component of force on particle Q

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Step 5: Determine mass of particle P2

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