Answered: A 3000 Ib 7°

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

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Solve the following with a free body diagram.
As per the crane shown in the Figure. Determine the force member at BC.
Determine the magnitude of the pin force at B. 0.43 m 0.61 m 125 N-In B 0.43 m 0.43 m
A 347.066-lb, crate on the top of a 23.25-degree inclined plane is held by a horizontal cable attached to the wall. Compute for the tension in lb, required in the cable to keep the crate from moving.
STATICS OF RIGID BODIES NEED ASAP RATE WILL BE GIVEN! NO LONG EXPLANATION NEEDED! SHOW THE COMPLETE SOLUTIONS. ANSWER IN 4 DECIMAL PLACES. NOTE: THE TOLERANCE IS 1 IN THE THIRD SIGNIFICANT DIGIT.
Calculate the force (P) required to move the 80 Kg blockshown in figure up the inclined plane.
1. Draw the Free Body Diagrams of pulleys A, B and C and F then using these FBD calculate the force F needed to hold the 1,200-lb force as shown. Assume all the pulleys and ropes to be weightless and ignore the friction between the ropes and pulleys. C B 1,200 lb
Specific Instructions: Solve each problem NEATLY and SYSTEMATICALLY. Show your COMPLETE solutions and BOX your final answers. Express all your answers in 2 decimal places. 1. Determine the forces P and Q at point K and M respectively to produce a couple of 350 kN-m counterclockwise at point L and a resultant of 150 kN downward at point L as shown below. K M 2 m 3 m
Q1: The machine part of negligible weight is supported by a pin at A and a roller at Cas shown in Fig. 1. Determine the magnitudes of the forces acting on the part at A and C. 24EN-m 车 200 250- -300- Dimenaiona in mm Fig.1
2. A 490-kg block is resting on a 53 deg inclined plane with a coefficient of friction = 0.44. Find the required horizontal force P (kN) that is necessary to prevent motion DOWN the incline. Round off to two decimal places.
Help me please thank you.
6.8 The toggle clamp is subjected to a force F at the handle. Determine the vertical clamping force acting at E.

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