w=1.0 kip/ft 10 ft hinge B D 20 ft A, 20 ft 20 ft

Q: LQ.5: Calculate the force in member GC "Fgc = 24 kN " Tension O %3D %3D "Fgc 27 kN "Tension O %3D…

A: Given that:

Q: Take A = 3 in? and E = 29(103) ksi for each member. Assume the members are pin connected at their…

A:

Q: pull’s-ey Low P, 0.

A:

Q: 1. Compute the vertical distance of link AB from pin E for the given set up if the tension in link…

A: Given:- The magnitude of the weight at GF = 800 lb The magnitude of the tension in link AB = 1500 lb…

Q: Determine the required force CP) to hold a card at (lo kg) which is placed on inclined surface as…

A:

Q: Draw the FBD of member ABC 160 mm 90 mm 240 N

A: Forces acting on the member ABC are 240N external force Force at the B  Force from the member CD

Q: What is the shear at C to the nearest 0.01k? Be sure to use the correct sign. P 86.3 k P –6 ft- D 2…

A: Given, P=86.3 K

Q: 2- Determine the magnitude and angle measured counterclockwise from the positive y-axis of the…

A:

Q: Draw the deflected shape of each beam. Indicate the inflection points. (a) (b) (c)

A: To draw deflected shape

Q: Q3) An inclined, rectangular gate (dimensions L is 5 ft and D is 4 ft) with water on one side, as…

A: Question is based on the rectangular gate . Dimension of gate and height. are given in the question…

Q: Example: Forces F1 and F2 act on the bracket as shown. Determine the projection Fb of their…

A:

Q: 2. Draw the axial force diagram of the bar. 20 35 45 30 (kN)

A:

Q: Far the cantilever shown. X 6m Determine the internal shear force at distance 4m to the nght of…

A: Introduction : Shear force : Internal shear force is the adding of forces from right to section or…

Q: The beam supports the roof made from asphalt shingles and wood sheathing boards. If the boards have…

A: Free body diagram of the beam support:

Q: A rectangular plane surface 1m wide and 3 m deep lies in water in such a way that its plane makes an…

A:

Q: Estimate volume of the beam

A:

Q: D 4 m

A:

Q: An equilateral triangle panel ABC with sides d = 2.0 m is hinged along BC and rests on a stop at the…

A:

Q: d] Draw the deflected shape of the beam below

A:

Q: Determine the force that water pressure exerts on the inclined side plate ABDE of the storage tank,…

A: Solution; We consider water to be incompressible, Where γw=62.4 lb/ft3. The centroid of the plates'…

Q: Ex3:A doubly reinforced rectangular section has width (280mm) and effective depth (510mm) and…

A: Calculate xu lim  xu lim  =kdeffective          (assuming for Fe415 steel, k=.48) xu lim  =.48×510…

Q: alent location on the beam measured from point A.

A: FInd the total load acting W=∫0Lw(x)dxW=∫0Lwo(sinπx2L)dxW=wo[-cosπx2Lπ2L]0LW=wo(2Lπ)so equivalent…

Q: A 1-m wide curved gate supports water as shown. The gate is from a sector with radius 6 m and…

A: Width of gate (w) = 1 m area of sector = 60 ° radius of sector (R) = 6 m compute: a. vertical force…

Q: Determine the slope at points B and C of the beam given. If E = 200 GPa and I = 360 × 10 mm". 5m…

A: Apply double integration method to obtain rotation and deflection at any point or across the…

Q: Compute thne vertical distance of link AB from pin E for the given set up if the tension in link AB…

A: t=1500lbd1d2=78

Q: /Draw S.F.D and B.M.D 50 KN/m 20 kN/m 100 KNm 3m 1m 5m Gm 3m Shear Force Diagram

A:

Q: Compute the value of EI? at the right end of the overhanging beam and at 6m from the left support.

A:

Q: determine volume of the beam

A: To Determine Volume of the Beam, V

Q: 3. Solve the Open ended traverse below for the bearing at course FG: B 750 85° l030 145° E Bearing @…

A:

Q: Curved panel BC in Fig. P2.96 is a 60° arc, perpend lar to the bottom at C. If the panel is 4 m wide…

A:

Q: /Draw S.F.D and B.M.D 50 KN/m 20 KN/m 100 KNm 3m 1m 5m Gm 3m Shear Force Diagram

A: Given simply supported beam

Q: Given E = 29,000 ksi and 10O0 in, determine %3D the maximum shear (k) of the given beam. 3 kips/ft A…

A:

Q: Draw the free-body diagram for the following problem. The beam shown.

A: Draw FBD:

Q: Curved panel BC in the figure is a 60° arc, perpendicular to the bottom at C. If the panel is 4 m…

A:

Q: F2-20. Determine the length of the rod and the position vector dirceted from A to B. What is the…

A:

Q: 350N 200N 30 in

A: take summation of forces for resultant and use moment equilibrium for location

Q: Ty = 3 %3D W = 15 kN/m 不个个个 L = 24m Determine the tension (KN) at midspan.

A:

Q: 4 EN/m 2m

A: Reaction at A and B in vertical direction is RA and RB respectively. Horizontal reaction at A is HA.…

Q: Вeam 3 4KN 14 KN 4KN 14KN 1me 3m 1m 1m w KN/m 1m 5m

A:

Q: Determine the resultant internal loadings of the cross-section at points E and F of the assembly. b…

A:

Q: 4.) Draw shear and moment diagram. 15 kN/m 12kN/m 4m Add file 2m 6m

A:

Q: construct the bar force or ettered bars. 6 at 25 ft 150 ft %3D

A:

Q: A square gate (4m x 4m) is located on the 45° face of a structure. The top edge of the gate lies 8 m…

A:

Q: 2.4 Compute the vertical and horizontal components for each of the forces shown. 3kips 425 12 (a)

A: Given:- Forces are shown  To determine:- Vertical and horizontal components for each force

Q: /Draw S.F.D and B.M.D 50 KN/m 20 KN/m 100 KNm 1m Gm 3m 3m 6m Shear Force Diagram S.F.D В.М.D

A:

Q: 120 In

A: Free Body Diagram: A free body diagram is a diagram that represents every force or reaction, moments…

Q: Hinge- 10' 5' 18k ↓ 10' Constant EI DRAW 'V't 'M' DIAGRAM

A: A loaded beam is given and it has been asked to draw shear force and bending moment diagram. Please…

Q: Q1 /Draw S.F.D and B.M.D 50 KN/m 20 N/m 100 kNm 3m 3m 1m 6m Shear Force Diagram S.F.D B.M.D

A:

Unit Conversion

Standard units are also called SI units. SI units are used for measuring a physical quantity satisfying certain conditions. There are two types of units: fundamental units and derived units. Fundamental units are physical quantities that are independent, that is, they do not depend on other quantities like mass, length, or time. There are plenty of quantities in our lives which need to be measured and compared. Measuring is the comparison of a particular physical quantity with its reference value. A unit is a measure of a fixed physical quantity. A physical quantity is the product of a unit and the numerical value we need to compare with.