What are the magnitudes of the forces on it from (a) wire A and (b) wire B? (c) What is the ratio dд/dB?
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- Problem 9. For the tank shown in the figure, the following dimensions apply: h1=3.00m h2=4.50m w=2.50m y=9.81kN/m^3. Compute the horizontal component of the resultant force on the curved surfaces.a. 168.0 kNb. 158.0 kNc. 148.0 kNd. 138.0 kNe. 128.0 kNf. 118.0 kNFollow the statement and the figure below to solve the question. Then determine the force necessary to drag a 1 m square plate, thick 3 mm, positioned at equal distance from the two plates, at a constant speed of 0.15 m/s.The floor system of a gymnasium consists of a 130-mm-thick concrete slab resting on four steel beams (A = 9,100 mm2) that, in turn, are supported by two steel girders (A = 25,600 mm2), as shown in the figure. Determine the dead loads acting on beam BF and girder AD. Question 1: What is the value of floor load that will carry by beam BF in kN/m? Question 2: What is the value of dead load of beam BF alone in kN/m? Question 3: What is the total dead load that will carry by beam BF in kN/m?
- Need help experts. The rigid body shown in the figure is subjected to the indicated force system. Determine the forces applied at points A and E that equal the applied force system.Data: β = 48°; a = 6,6 m; b = 8,9 m; F = 31 kN; P1 = 20,743 kN; P2 = 23,037 kN The force applied at point A is FA = ? Answer kN and the force applied at point B is FB = ? Answer kN.strength of materials... answer only For the beam shown, calculate the magnitude of the bending stress (in psi) at the bottom of the beam on a section 1.52 feet to the right of B if P = 2002 lb, Q = 8084 lb, w = 1.18 in, L = 8.47 in, b = 3.69 in, and h = 1.12 in. Round off the final answer to two decimal places.As shown, a uniform beam of length d = 1.80m and mass 21.3kg is attached to a wall with a pin at point B. A cable attached at point A supports the beam. The beam supports a distributed weight W2 = 345N/m . If the support cable can sustain a maximum tension of 1250N , what is the maximum value for W1? Under this maximum weight, what is FBy which is the vertical component of the support's reaction force at point B? Show calculations. Will rate if correct.
- Need answer ASAP. Please be detailed and clear with your solution. IV. The corner of a floating body has a quarter cylinder AB having a length normal to the paper of 3 m. 8) Calculate the magnitude of the horizontal component of the force on AB in kN. *9) Calculate the magnitude of the vertical component of the force on AB in kN. *Steve Roger measured a line and found it out to be 950 m long using a 20 – m tape under a steady pull of 4 kg at a mean temperature of 25°C. The tape was held in the air and supported at both ends and at the center. Determine the correct length of the line if the tape used is of standard length at 22°C under a pull of 6 kg. Assume the cross-sectional area of tape to be 0.05 cm2, modulus of elasticity as 2.10 x 10^6 kg/cm^2, weighs 0.08 kg/m, and a Coefficient of Thermal Expansion to be 0.0000116/°C.Consider the frame shown in (Figure 1). Suppose that F1 = 3.5 kN. a) Determine the x and y components of the force that the pin at B exerts on the frame using scalar notation. b) Determine the x and y components of the force that the pin at A exerts on the frame using scalar notation. Express your answers in kilonewtons to three significant figures. Enter your answers separated by a comma.
- This diagram represents a 2.9-kg object in static equilibrium hanging from two strings, I and II. What is the force on string II?Calculate the pressure increase that must be applied to water to reduceits volume by 0.8%. Bulk Modulus of elasticity of water, Ev = 2.14 GPa.Consider a square-faced beam supporting a section of a building. a. Before installation, the length of the beam is found to be l0 = 15.04 m (figure a). After installation and construction, the length is remeasured and found to be l = 14.95 m (figure b). Determine Young's Modulus Y in N/m2 for the beam if it supports a mass m = 36000 kg and has a side length d = 1.5 m. b. If we were to double the dimensions (length and width) of the beam, which of the following are correct. c. Suppose that after the beam is installed it needs to be repaired. The weight it supports is removed and replaced with a new mass m2 (figure c). After the new mass is supported, the side length is remeasured and found to be larger with a difference of Δd. Assuming that this side length deformation is uniform and small, write an expression for determining Poisson's ratio v for this beam if its Young's modulus Y is known.