Express each of the two forces, F1 and F2 as Cartesian force vectors. 2. On F2, if a=120° and y= 45°; If ß is <90°, (a)What is B on F2? (b) What are the direction cosines of F1 and F2? E=8.0 kN (c) Express each of the two forces, F1 and F2 as Cartesian force vectors. (d) Determine the magnitude of the resultant force of the two forces acting on the bracket. Express the resultant as both a Cartesian vector and as a 30 magnitude. 30° (e) Determine the direction Cosines or coordinate angles of the Resultant, express as angles in degrees for a, B, and y. F = 10.0 kN (f) Write the equation that would allow you to calculate the angle between Fi and F2. (g) What is the angle between F1 and F2?

icon
Related questions
Question
Please solve A to D much important to me plz...
Express each of the two forces, Fi and F2 as Cartesian force vectors.
2. On F2, if a =120° and y = 45°; If ß is < 90°,
(a)What is B on F2?
(b) What are the direction cosines of Fi and F2?
E=8.0 kN
(c) Express each of the two forces, F1 and F2 as
Cartesian force vectors.
(d) Determine the magnitude of the resultant force
of the two forces acting on the bracket. Express the
resultant as both a Cartesian vector and as a
30
magnitude.
30
(e) Determine the direction Cosines or coordinate
angles of the Resultant, express as angles in
degrees for a, B, and y.
F = 10.0 kN
(f) Write the equation that would allow you to
calculate the angle between Fı and F2.
(g) What is the angle between F1 and F2?
Transcribed Image Text:Express each of the two forces, Fi and F2 as Cartesian force vectors. 2. On F2, if a =120° and y = 45°; If ß is < 90°, (a)What is B on F2? (b) What are the direction cosines of Fi and F2? E=8.0 kN (c) Express each of the two forces, F1 and F2 as Cartesian force vectors. (d) Determine the magnitude of the resultant force of the two forces acting on the bracket. Express the resultant as both a Cartesian vector and as a 30 magnitude. 30 (e) Determine the direction Cosines or coordinate angles of the Resultant, express as angles in degrees for a, B, and y. F = 10.0 kN (f) Write the equation that would allow you to calculate the angle between Fı and F2. (g) What is the angle between F1 and F2?
Expert Solution
trending now

Trending now

This is a popular solution!

steps

Step by step

Solved in 5 steps with 1 images

Blurred answer