?L)O Search15%5Our goal is to calculate the tensions in the two ropes if the person is momentarily motionless (Part 3).Set up Newton's 2nd Law in the x and y directions when the system is at rest. What should thesum of the forces add up to?W1. Set-up Newton's 2nd Law is in terms of symbols and notations only. Please do not substituteany numerical values except for the angles.ΣF=ΣF=Write expressions for ΣF, and ΣF, in terms of T₁, T2, m, g, and the numerical values of theangles.For example, you may express the x-component of T, as-T,sin(15°) or T,cos(105°)2. Take the upward direction to be the +y-direction, and to the right to be the +x-direction.3. REMEMBER TO ADD THE DEGREE SIGN FOR THE ANGLES AND THE SUBSCRIPTS FOR THETENSIONS USING THE MATH EDITOR.f6The degree symbol is available in the math type menu by clicking the arrow to the right of thedivision sign as shown in the figure below. For example you could enter cos(32°). Use the editor foradding subscripts to the tensions.J-6D17 +&7d √ Vo33=29307599+18*(00)✔=0 (Positive x direction is to the right)OT= 0 (Positive y direction is upwards)a19SANx = 2VU.U%JOUEC144A Qf10 DIIf11112 Search15°T₁T₂J.10°A 76-kg person is being pulled away from a burning building as shown in the figure above.Using the two equations found using Newton's Second Law in Part 2, compute the numeric values ofthe tensions T₁ and T₂.T₁=Submit Answer✔NT₂=✔NHint: You will have to solve a system of linear equations to compute the tensions.99+Answering the question(s) helps us recommend your next activity.

Name: ?L)O Search15%5Our goal is to calculate the tensions in the two ropes
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Description: ?L)O Search15%5Our goal is to calculate the tensions in the two ropes if the person is momentarily motionless (Part 3).Set up Newton's 2nd Law in the x and y directions when the system is at rest. What should thesum of the forces add up to?W1. Set-u

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1. 15° T₁ W T₂ 10° W A 76-kg person is being pulled away from a burning building as shown in the figure above. Using the two equations found using Newton's Second Law in Part 2, compute the numeric values of the tensions T₁ and T₂. T₁ = N T₂= N Hint: You will have to solve a system of linear equations to compute the tensions.

1. 15° T₁ W T₂ 10° W A 76-kg person is being pulled away from a burning building as shown in the figure above. Using the two equations found using Newton's Second Law in Part 2, compute the numeric values of the tensions T₁ and T₂. T₁ = N T₂= N Hint: You will have to solve a system of linear equations to compute the tensions.

University Physics Volume 1

18th Edition

ISBN:9781938168277

Author:William Moebs, Samuel J. Ling, Jeff Sanny

Publisher:William Moebs, Samuel J. Ling, Jeff Sanny

Chapter5: Newton's Law Of Motion

Section: Chapter Questions

Problem 23P: While sliding a couch across a floor, Andrea and Jennifer exert forces FA and FJ on the couch....

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