Write a function to determine the resultant force vector R of the two forces F and F2 applied to the bracket, where 0, = 30° and 02 = 35°. Write R in terms of unit vector along the x and y axis. R...


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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, = 30° and 02 = 35°. Write R in terms<br>of unit vector along the x and y axis. R must be a vector, for example R = [R,, R,]. The coordinate system is shown in the figure below:<br>F1<br>F2<br>30%<br>35°<br>: import numpy as np<br>from math import * # Import all the math functions from the math library<br>from numpy import array<br># Complete the function given the variables F1, F2, thetal, theta2 and return the value as

Extracted text: Write a function to determine the resultant force vector R of the two forces F and F2 applied to the bracket, where 0, = 30° and 02 = 35°. Write R in terms of unit vector along the x and y axis. R must be a vector, for example R = [R,, R,]. The coordinate system is shown in the figure below: F1 F2 30% 35° : import numpy as np 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, theta2 and return the value as "R". def force_vec(F1, F2, thetal, theta2): """Hints: Use numpy.array to form the force vector and then add the force vectors together Remember to convert the degree to radian in the calculations and be careful of the sign # your code here return R # Make sure in your solution, you use the same name "R" for the output, R is a vector

Jun 04, 2022
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