F= 3940 N with the projection angles as shown. F2=5910 N with the angles a -45,...

  

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F= 3940 N with the projection angles as shown. F2=5910 N with the angles a -45, B = 60 and y =>90. (a) Knowing that y of F2 is greater than 90, what is the actual angle? (b) Express each of the two forces, F and F as Cartesian force vectors. x (c) What are the complete direction cosine angles of F and F? (a, , & y) Z 45 45 230 60 F =3940 N F=5910 N (d) What is the resultant force of the two forces acting on the bracket? Give the resultant as a Cartesian force vector with it's direction cosine angles (a, , & y). F= 3940 N with the projection angles as shown. F2=5910 N with the angles a -45, B = 60 and y =>90. (a) Knowing that y of F2 is greater than 90, what is the actual angle? (b) Express each of the two forces, F and F as Cartesian force vectors. x (c) What are the complete direction cosine angles of F and F? (a, , & y) Z 45 45 230 60 F =3940 N F=5910 N (d) What is the resultant force of the two forces acting on the bracket? Give the resultant as a Cartesian force vector with it's direction cosine angles (a, , & y).