Draw the FBD and the shear, moment and torque diagrams of member OAB, BC, and DC of the crank shown. F= 100 lbf, P = 100 lbf. P 5 C 130 D F 0.25r 2.5% 10 10 B
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- I need typing clear urjent no chatgpt used i will give 5 upvotes pls full explainA particle moves along line segments from the origin to the points (2, 0, 0), (2, 5, 1), (0, 5, 1), and back to the origin under the influence of the force field F(x, y, z) = z2i+ 3xyj + 3y2k. Use Stokes' Theorem to find the work done.Sketch the region bounded by the curves x=y34,x=2, and y=0 then find the volume of the solid generated by revolving this region about the y-axis. I need answer typing clear urjent no chatgpt used i will give upvotes
- 3. Fizen Lures Inc. manufactured fishing lures. Their most popular lure is a Bass plug which uses a hook purchased from another manufacturer and polystyrene for the body of the lure itself. The company uses highly automated injection molding machines to manufacture lures. Because of this direct labor cost are at a minimum because one machine operator can operate three injection molding machines at same time. The company has developed the following standard costs include scrap to manufacture each lure: Material standards: Hook: 1.1 Hooks per lure at $.10 per hook. Polystyrene plastic: 3.5 ounces per lure at $.25 per Labor standards: ounce. Direct labor: .005 hours to produce one lure at $23.50/hr. including all employer payroll taxes and benefits. During month of April the company manufactured 120,000 Bass lures and incurred the following costs: Material costs: Purchased 30,000 pounds (480,000 ounces) of polystyrene for a total cost of $144,000 dollars. Used 418,000 ounces of…Based on the diagram, which represents the EOQ model.Which line segment represents the length of time to consume the total quantity of materials ordered? a. DE b. BC c. AC d. AE e. ADDemand curve: Q=60-4P. Calculate the point elasticity at P=5.
- The two-dimensional wave equation describing the vibrations of an infi- nite string is Θη Ot2 2021 მ2 where n = n(x,t), — -x 0 is a constant. Its general solution can be written as n(x,t) = F(x-ct) + G(x + ct), with F and G arbitrary smooth functions. If at time t = 0 the shape of the string is n(x, t = 0) at 9 = 5+x4 and the string is released with velocity (x, t = 0) = 0, determine n(x,t) for t > 0.The force of a spring obeys Hooke's law: F = -kx for some positive constant > 0, where x = x(t) measures the displacement from its rest position of a particle of mass m > 0 attached to the spring. i. Use Newton's Second Law to show that the equation of motion of the particle is +w²x=0. Determine w in terms of k and m. Find the solution to this equation if the particle is released at time t 0 from position x = 4 with = velocity 2w. ii. Show that = 1 w2 E = + 2 is a conserved quantity of the motion. What is the value of E for the above solution. What is the meaning of the two terms on the right hand side?I need answer typing clear urjent no chatgpt used i will give upvotes full explanation
- I need typing clear urjent no chatgpt use i will give 5 upvotes Full explanation plsPlease show all work ง 5. Evaluate the vector surface integral JJ (+2², x + 2y + 32², 5x − 2y + 2³) . Ndo. S Here, S is the sphere Sy²+2 1. = Since S is a closed surface, the outside of S is considered as the positive side on S. Hint: use the divergence theorem.Consider the radiation with the following wavelengths: 1. 600 nm II. 200 nm III. 1200 nm Arrange by: LOWEST energy LOWEST frequency HIGHEST energy_ ergy_||| A. I, I, III B. II, II, I C. III, III, I D. III, II, II E. II, II, III 20