Required information In the beam and loading shown, F2 is 2500 N/m. F2 Parabola A 6 m Vertex 900 N/m B Determine the magnitude and location of the resultant of the distributed load. (Round the final answer to two decimal places.) (You must provide an answer before moving to the next part.) The magnitude of the resultant is kN. The location of the resultant X is m.

Required information Problem 02.041 - Resultant force - DEPENDENT MULTI-PART PROBLEM - ASSIGN ALL PARTS NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part. In the given figure, P = 56 lb. 65° P 25 75 lb Problem 02.041.b - Magnitude of resultant Determine the corresponding magnitude of the resultant. The corresponding magnitude of the resultant is lb.

Q1: An aircraft has a hook is subject to four forces as shown in next figure. The direction of the 300 N force may be varied. a) Determine the direction of the 300 N force that make the resultant of the four forces is directed horizontally to the right (posative X-axis). b) Determine the magnítude of the resultant. 26ON 15ON NeoE

Determine the reaction force acting on the pin at A as the vector, if the beam AB has a mass of 100 kg per meter of length. 0.25 m 25° B -T 0,5 m 1.5 m -0.12 m 10 kN 5 m If this reaction force can be written as R. Razi + Rayj, in kilo-newtons determine the components of the reaction force Rar and Ray- Raz Choose... + Choose... Ray

6. FA and FB balances the metal beam with a 360N of weight. FB experiences a force of 200N while Fa is oriented at 30° from the y-axis. Using SINE/COSINE LAW, solve for a) Magnitude of FA b) Direction of FB (10 points) 30

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Opera Determine the moment of 75 N force about point B in the figure shown below. 160 mm a-120 mm 250 mm 7SN Beer 2013 Select one O a 12000 N mm (anti-clockwise direction) Ob. 9750 N.mm (anti-clockwise direction) Oc 12000 N.mm (clockwise direction) Od 9750 N.mm (clockwise direction)

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Solve for the point A, B, C AND S. MAKE SURE THAT YOUR FINALS ANSWERS ARE IN 4 DECIMAL PLACES

he maghitude and direction of the resultant according to the chosen scale. = 246 N, 255° Test yourself 3: 1. Two forces of 60 N and 8O N respectively act simultaneously at a point. F = 60 N Sketch and determine their resultant by using the following methods: a) tail-to-head 60° b) tail-to-tail (122 N 25 2. Two forces, F, and F, act at a point as indicated. a) Draw a sketch diagram to show the resultant force when angle 6 = 120. The angle is now decreased from 120° to 20°. F = 80 N F (The magnitudes of the forces remain the same.) b) Draw a new sketch diagram to show the new resultant. Compare the sizes of the resultants and write your conclusion. Forces in equilibrium A stationary object might have no forces acting on it. Forces on the object can also be balanced so there is a zero resultant In