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Write a function to determine the resultant force vector R of the two forces F, and F₂ applied to the bracket, where 0, (positive, unit in degree) and 8 (negative, unit in degree). Write R in terms of unit vector along the zand axis. R must be a vector, for example R= [R₂, Ryl. Note that is expressed in degrees. The coordinate system is shown in the figure below F2 y 0₂1 import numpy as np import math from math import # Import all the math functions from the math Library from numpy import array return R Check your answer F1-300 #2-200 0₁ Complete the function given the variables F1, F2, thetal (positive, degree), theta2 (negative, degree) and return the value as array Hints: Use numpy.array to form the force vector and then add the force vectors #Remember to convert the degree to radian in the calculations and be careful of the sign def force_vec(F1, F2, thetal, theta2): Ranp.array([0,0]) Resultant force vector, Initiation of the value #YOUR CODE HERE Thetal-60 Theta2=-30 print(force vec (300, 200, 60, 30)) F₁

Write a function to determine the resultant force vector R of the two forces F, and F₂ applied to the bracket, where 0, (positive, unit in degree) and 8 (negative, unit in degree). Write R in terms of unit vector along the zand axis. R must be a vector, for example R= [R₂, Ryl. Note that is expressed in degrees. The coordinate system is shown in the figure below F2 y 0₂1 import numpy as np import math from math import # Import all the math functions from the math Library from numpy import array return R Check your answer F1-300 #2-200 0₁ Complete the function given the variables F1, F2, thetal (positive, degree), theta2 (negative, degree) and return the value as array Hints: Use numpy.array to form the force vector and then add the force vectors #Remember to convert the degree to radian in the calculations and be careful of the sign def force_vec(F1, F2, thetal, theta2): Ranp.array([0,0]) Resultant force vector, Initiation of the value #YOUR CODE HERE Thetal-60 Theta2=-30 print(force vec (300, 200, 60, 30)) F₁

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Write a function to determine the resultant force vector R of the two forces F₁ and F₂ applied to the bracket, where 0₁ (positive, unit in degree) and ₂ (negative, unit in degree). Write R in terms of unit vector along the #and y axis. R must be a vector, for example R= [R₂, R₂]. Note that is expressed in degrees. The coordinate system is shown in the figure below: F2 021 return R # import numpy as np. import math from math import * # Import all the math functions from the math library from numpy import array # Complete the function given the variables F1, F2, thetal (positive, degree), theta2 (negative, degree) and return the value as array #Hints: Use numpy.array to form the force vector and then add the force vectors # Remember to convert the degree to radian in the calculations and be careful of the sign def force_vec (F1, F2, thetal, theta2): R=np.array([0,0]) # Resultant force vector, Initiation of the value # YOUR CODE HERE # Check your answer F1=300 F2=200 0₁ Theta1=60 Theta2=-30 print (force_vec (300, 200, 60, 30)) F₁
Transcribed Image Text:Write a function to determine the resultant force vector R of the two forces F₁ and F₂ applied to the bracket, where 0₁ (positive, unit in degree) and ₂ (negative, unit in degree). Write R in terms of unit vector along the #and y axis. R must be a vector, for example R= [R₂, R₂]. Note that is expressed in degrees. The coordinate system is shown in the figure below: F2 021 return R # import numpy as np. import math from math import * # Import all the math functions from the math library from numpy import array # Complete the function given the variables F1, F2, thetal (positive, degree), theta2 (negative, degree) and return the value as array #Hints: Use numpy.array to form the force vector and then add the force vectors # Remember to convert the degree to radian in the calculations and be careful of the sign def force_vec (F1, F2, thetal, theta2): R=np.array([0,0]) # Resultant force vector, Initiation of the value # YOUR CODE HERE # Check your answer F1=300 F2=200 0₁ Theta1=60 Theta2=-30 print (force_vec (300, 200, 60, 30)) F₁
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