Solving for a force and its angle and angle of two forces with given resultant Forces F, P, and T are concurrent and acting in the direction as shown. a. Find the value of F and a if T = 450 N, P 250 N, B = 30°, and the resultant is 300 N acting up along the y-axis. b. Find the value of F and a if T = 450 N, P = 250 N, ß = 30° and the resultant is zero. c. Find the value of a and ß if T = 450 N, P = = 250 N, F = 350 N, and the resultant is zero. T mathalino.com 8 B TI X

Solving for a force and its angle and angle of two forces with given resultant Forces F, P, and T are concurrent and acting in the direction as shown. a. Find the value of F and a if T = 450 N, P 250 N, B = 30°, and the resultant is 300 N acting up along the y-axis. b. Find the value of F and a if T = 450 N, P = 250 N, ß = 30° and the resultant is zero. c. Find the value of a and ß if T = 450 N, P = = 250 N, F = 350 N, and the resultant is zero. T mathalino.com 8 B TI X

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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Similar questions

answer ASAP would be appreciated
part d
Example: Resolve the horizontal 600 N force in shown into and components acting along the u and v axes determine the magnitudes of these components. F 30° 130 600 lb
1. If the force vector shown below has x, y, and z components of 300 N, 400 N and 800 N, respectively, a. Write it in yvector form b. Then determine the scalar component of the force in the direction defined by, u= 0.250j+ 0.968j
Determine the orthogonal component of the force F along the line OB in the diagram shown. Take F = 100 N.
Please answer asap
The magnitudes of the forces shown are FB = 800 lb, FC = 1000 lb and FD = 900 lb. Solve for the magnitude of force FA and the angle, alpha, that results in a vector sum of 0 on the system.
2. The forces F1, F2, and F3 act as shown. Find the x, y, and z components of each force, and the resultant force. Express the resultant force as its magnitude and its angles with the respective x, y, and z axes, a, ß, and y. F₁ = 90 N Z F3 = 200 N 60° F₂ = 150 N 45°
statics of rigid bodies
How to solve?
X = 193 Y = 93 A = 2 B = 7 C = 9
1.) Use the Triangle Rule and the Law of Cosines to find the magnitude of the resultant force FR = F₁+F₂. 1 01 = 30° = 250 lb F₁: 0₂ = 45° F₂ = 375 lb 2.) Utilizing the figure from Problem 1, decompose forces F₁ and F₂ into Cartersian components and find the resultant force FR = F₁ + F2 and the angle of the resultant with respect to the X axis. 1