1.2 cm 9.43 Determine the moments of inertia Ix and Iy of the area shown with respect to centroidal axes respectively parallel and perpendicular to side АВ. 5.0сm 1.8 cm 0.9cm- 2.0cm 2.1 cm Fig. P9.43

Q: 400 N R 2.12 m -2.12 m Fig.D

A: Moment is 248.334 N.m acts in anticlockwise direction.

Q: 814. (a) For the sbaded area of Fig. compute I. (b) Determine the moment- of incrtia about a…

A:

Q: .1-through 6.6 determine the equations for slope and deflection of the beam shown by the direct…

A: Question is based on the overhanging beam with point load at free end . Slope and deflection…

Q: statics

A: 1) Maximum  shear Force will occur at each support = 18 kips Maximum and moment will occur at the…

Q: 11.89 A ball is thrown so that the motion is defined by the equations x = 5t and y = 2 + 6t - 4.912,…

A:

Q: Q-3 The frame ABC, Fig.3, is fixed at A and pinned at C. Analyse the frame using the…

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Q: page Wire is being drawn at a constant rate from a spool by applying a vertical force P to the wire…

A:

Q: SOLVE ALL EXTERNAT SUPPORT REACTIONS FOR THE BEAMS SHOWN +y 20 kN/m 10 kN A B tx C 4m 4m + 2m--|

A: To find external support reaction

Q: P=200 lb T 30° 45° -12- FIG. P-359, P-360, and P-361. B.

A:

Q: A-6 Determine which locates the centroid C, and then find the moments of inertia I, and Iy for the…

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Q: Determine the horizontal deflection at joint E of the truss sh P7.16 due to a temperature increase…

A: δH)E = 9.6mm (Towards right)

Q: 10.7 Both members of the truss are W16 x 67 sections. Determine the largest load W that can be…

A: ###Determination of Largest  Load W that can be safely carried by the truss####

Q: In fig. , if L= 100 cm and the angle = * ?--- =25°, h Paim 4. 0.422 cm (O 0.422 m O

A:

Q: Through what distance will body A in fig. P-1408 move in changing its velocity from 6 ft per sec to…

A: We have to determine what distance will body A in fig. P-1408 move in changing its velocity from 6…

Q: 9.41 through 9.44 Determine the moments of inertia I, and I, of the area shown with respect to…

A: To find: The moment of inertia about x and y axes.It is determined using the parallel axis theorem.

Q: Ans. 2ET 60L I8 T8O Fig. 821 Fg. 822

A:

Q: Зт 4.5m 1.) Determine the location of the general centroid from the x and y-axes 2.) Determine the…

A: Solution: Section Area Xi Yi AXi AYi Parabola 14×π×4.5×3=10.6 4×4.53π=1.9 4×33π=1.27 20.14…

Q: Refer to Fig. TOS-OM-07. For the indeterminate beam shown, assume El = constant, solve for the…

A: Using moment Distribution method

Q: PROBLEM 4: Determine the coordinates of the centroid of the area shown in fig. with respect to the…

A: The given figure is a composite area consisting of a triangle and a semi circle. Using the…

Q: Q.5. For the frame shown in Fig (5), find the horizontal deflection at (D), and rotation of joint…

A: Given : Frame with EI = constant Horizontal deflection at D = ? Rotation of joint C = ? We will use…

Q: If the toggle shown is added to the tongs of Prob. 6.141 and the load is lifted by applying a single…

A: Given, P = 8000 lb

Q: The values of P and Q in the Fig shown so that the resultant of the three coplaner forces 200 N at…

A: Draw FBD:

Q: 8.5 Knowing that = 45°, determine the range of values of P for which equilibrium is maintained. 800…

A: To determine the range of values of P  for which equilibrium is maintained in this system, we need…

Q: 9.89 Determine I, and Iy for the region shown. 90 mm 60 mm 90 mm Fig. P9.89

A: Sketch the shaded region as shown in Figure 1.

Q: determine the magnitude of each of these components.

A: tanking components along eaxh axis

Q: Determine the deflection at point D of the beam shown in Fig. 7.13(a) by the virtual work method

A: Virtual work method: In the virtual work method, the law of conservation of energy is used to…

Q: 30 The guy wire BD exerts on the telephone pole AC a force P directed along BD. Knowing that P must…

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Q: 9.24 Determine I, for the triangular region shown. y 4 in. 4 in. Fig. P9.24 3 in. 2 in. x

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Q: 7.87 Can the uniform bar of weight W remain at rest in the position shown? = 0.6 60 30° Fig. P7.87

A: Show the free body diagram of uniform bar weight ABC as in Figure 1.

Q: Find the vertical deflection of the joint C of the pin joined three-member truss as shown in Fig. 2.…

A:

Q: Q2/ The simple supported beam ABC in Fig2. Carries a distributed load of maximum intensity wo over…

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Q: y 100 lb 80 lb le 2 ft> + 2 ft 4 ft + 3 ft → FIG. P6.24

A:

Q: . A cross-section of the beam is shown in Fig. T2, calculate the second moments of rea about the…

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Q: 18 kN/m T" 100 kN-m 5 m El = constant E = 200 GPa I = 1350 × 106 mmª A 5 m -5 m

A: Moment of inertia(I)=1350×106 mm4 Modulus of elasticity(E)=200 Gpa.

Q: A thin rectangular plate of weight 15Lb rotates about its vertical diagonal AB with an angular…

A: Let us determine the Moment of inertia and Angular moment about Y-Axis in upcoming steps.

Q: 3-22. Consider the two-link planar robot with l₁ = l2 = 5 in. and oriented in the elbow-down…

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Q: 1.36 The bell crank, which is in equilibrium under the forces shown in the figure, is supported by a…

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Q: 6.1 through 6.8 Using the method of joints, determine the force in ead member of the truss shown.…

A: Objective: To determine the force in each member of the truss using the method of joints.   In the…

Q: Determine the forces in the members OA, OB and OC meeting at the joint O of the frame, shown in…

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Q: s. 3.6 mm (downwards), 2.0 mm (upwards). EN 2 kN w = 5 kN/m

A: Data Given: EI = 43 x 1012 Nmm2 Asked: Deflection at mid span and at free end using the method of…

Q: Problem 6: 2-12) The two forces shown in Fig. P2-12. 170 N 2 12 Fig. P2-12 210 N Find the resultant…

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Q: determine the deflection point D of the beam shown bellow by the virtual work method Note:The real…

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Q: Use the unit load method (the principle of virtual work) to determine the rotation, that is, the…

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Q: Q-1 Use the moment-area method to determine the slope and deflection at the free end C of the…

A:

Q: |10 F2 = 160 N F1 = 110 N 15 Fig. 3

A: magnitude = 229.3 Ndirection(θ) = 54.230   explanation is given below

Cables

Cables are collections of wires, alternatively referred to as a cord, connector, or plug. They are one or more wires covered in a plastic covering that allows for the transmission of power or data between devices. The earliest use of recognizable electrical cable was the early commercialized telegraph lines. These were iron-made and tedious to produce and install cabling.