[= [41]°, 0 = [35]°, F1 = [570] N, x = [54]°, ß = [61]°, F2 = [770] N] 12. Coordinate angle y for F2 in degrees (express in 4 significant figures). 13. x-component of F2 in lb (express in 4 significant figures). 14. y-component of F2 in kN (express in 4 significant figures). 15. z-component of F2 in lb (express in 4 significant figures).

[= [41]°, 0 = [35]°, F1 = [570] N, x = [54]°, ß = [61]°, F2 = [770] N] 12. Coordinate angle y for F2 in degrees (express in 4 significant figures). 13. x-component of F2 in lb (express in 4 significant figures). 14. y-component of F2 in kN (express in 4 significant figures). 15. z-component of F2 in lb (express in 4 significant figures).

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

A particle is subjected to the action of two forces: F1 = 4 i+7j+7 k [kN] and F2 = 5 i - 6 j - 5 k [kN]. The coordinate direction angle of the resultant force with X-axis is: Select one: a. ar = 83.81° b. ar = 31.93° C. Ar = 13.93° O d. ar = 166.07°
Question 6 What is the magnitude of the moment done by the force about the "z-axis" in the following figure. Not yet answered Marked out of 15.00 P Flag question 4 m F= (60i - 30j – 20k} N 3 m 7 m 4m 6 m 2m Select one: O a. 260 [N.m] Activate O b.0 Go to Setti O c. 510 [N.m] O d. 180 [N.m]
Please help. This problem involves moment of inertia on a cross-section. Thank you.
1. For the coordinates shown below given in meters [m]: A(5,25, -6), B(42,30, -20) and C(-25, -47,63), and the magnitude of the force vector |F| = 97 N, determine: a. The position vector 7 b. The magnitude of the position vector |F| [m] c. The force vector F d. The moment vector M %3D e. The magnitude of the moment vector |M| [Nm] y C B 2. For the simply supported beam shown below with dimensions x, = 72 in, d = 24 in, and L = 120 in and external forces F, = 369 # and F2 forces RA [#] and Rg [#]. = 142 #, determine the reaction F. RA Rp
What is the magnitude of the moment done by the force about the "z-axis" in the following figure. 4 m F = (60i -60j - 20k} N 3 m 7 m 4 m 6 m 2 m P. Select one: O a. 600 [N.m] O b. 260 [N.m] O c. 180 [N.m] O d.0
If a vector force F = 6 i-9 j +2 k [kN], what will be the magnitude of this force: Select one: a. F=11 [kN] Ob. F=12 [kN] O c. F=0 O d. F=-11 [kN] metere to search II
Given the vector in the figure above has a magnitude of 23.8 [N], what is the z-component of the vector? (Note: the black dashed line in the figure is the projection of the vector onto the x-z plane). The use of significant digits is not required. Report your answer to the hundredths-place. Do not include units in your answer; units are taken as [N]. Z y O 47.3° 25.10 X
Two forces, F1 and F2, act on an eye bolt. If the resultant force (FR) has a magnitude of 150 [lb] and the coordinate direction angles shown in the figure, determine the coordinate direction angles.
The magnitude of the moment of the force F=300i-200j+300k N about the y-axis is. 0.3 m 0.4 m 0.2 m F B Select one: a. 20 [N.m] b. 150 [N.m] C. -20 [N.m] O d. -150 [N.m]
Please help. This problem involves moments of inertia on a circular cross-section. Thank you.
The magnitude of the moment of the force F=300i-200j+600k N about the y-axis is. Select one: a. 240 [N.m] b. 20 [N.m] c. -240 [N.m] d. -20 [N.m]
Given below are the (x,y,z) coordinates of four points. (The units are feet) Point A: [16, 38, 12] Point B: [37, 0, 30] Point C: [0, 30, 24] Point D: [32, 0, 0] A force (vector) Fc is applied at point C. its line of action passes through point A and the direction of the force is towards point A (from point C). The magnitude of the force is 150lbs. 1. Compute the vector ApB, which is the unit vector which points from point D towards point B. 2. Compute MC, which is the moment applied about the line (i.e. axis) DB due to the force Fr. (The result here is a scalar) 3. What are the angles (0x, 0y, 0z) that the components of the unit vector ADA (pointing from point D towards point A) make with the positive (x, y, z) coordinate axes, respectively?