refer to picture below with the steps + explanation and answer Three forces are applied to a hook. Knowing that:F₁ is aligned with x-axis.F₂ has a magnitude of F₂=43 in N and a direction of alpha=-39deg.F3 is aligned with the hypotenuse of a 3-4-5 triangle as shown on the drawing.FR, the resultant force is equal to FR 52i+23j in N.3F3 y y ↑27/0ofF₁, F₂, F3, and FR are not respected.LeIn the next question submit your draft with all your steps.In this box give the magnitude of F₁ in Newton with one decimal.F₁->xNote: The proportion1) Make a drawing with the value that you know. Use the scale: 10 N=1 cm. Add the forces, as yousolve this problem.2) Write F₁, F2, F3, and FR in cartesian notation forms. How many unknowns do you have?3) Write as many equations as you need to solve your unknowns. Do you have enough?4) Solve for the magnitude of F₁ and F3.5) Find also the magnitude of Fr.6) Are the values correlated with the drawing, make sure to have all the force's now on the drawing.Explain, if all the answers make sense and why.F₂

According to the data provided, I need to solve the force system of the given problem.

1) Make a drawing with the value that you know. Use the scale: 10 N=1 cm. Add the forces, as you solve this problem. 2) Write F₁, F2, F3, and FR in cartesian notation forms. How many unknowns do you have? 3) Write as many equations as you need to solve your unknowns. Do you have enough? 4) Solve for the magnitude of F₁ and F3.

1) Make a drawing with the value that you know. Use the scale: 10 N=1 cm. Add the forces, as you solve this problem. 2) Write F₁, F2, F3, and FR in cartesian notation forms. How many unknowns do you have? 3) Write as many equations as you need to solve your unknowns. Do you have enough? 4) Solve for the magnitude of F₁ and F3.

International Edition---engineering Mechanics: Statics, 4th Edition

4th Edition

ISBN:9781305501607

Author:Andrew Pytel And Jaan Kiusalaas

Publisher:Andrew Pytel And Jaan Kiusalaas

Chapter1: Introduction To Statics

Section: Chapter Questions

Problem 1.74P: It can be show that a plane area may he represented by a vector A=A, where A is the area and ...

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