(a) The sports car, having a mass of 1900 kg, travels horizontally along a 20° banked track which is circular and has a radius of p= 100 m. If the coefficient of static friction between the tires and the road is 4, = 0.2, determine the maximum constant speed at which the car can travel without sliding up the slope. Neglect the size of the car. - 20

Please try to solve in 30 minute

Task 4: - a) The figure below shows the dimensionless plot for flat plate clutches comparing uniform wear and uniform pressure cases, where T is the torque, F is the force, f is the friction factor, D is the outside diameter and d is the inside diameter. Generate a similar plot for conical clutches taking into account the cone angle. JFD 0.5 - Uniform pressure Uniform wear 0.5 b) Consider a flat plate clutch with maximum pressure of 50 KPa, outside diameter of 30 cm and inside diameter of 20 cm. Calculate the operating force assuming uniform wear and uniform pressure.

Q5) Assume that 2 automatic machines have been assigned to one operator. It takes 2 minute to load a machine, 2 minute to unload a machine, 5 minutes of automatic machine time, and 2 minute to inspect and pack a finished part. Draw machine operator chart and determine the amount of idleness that happens to either operator or machines as well as cycle time.

Warm-up For the 2d coordinate system below, complete the following: a) Draw a dashed line that is parallel to (and passes through) the force vector F. This is known as the "line of action" of F b) Draw a line that represents the distance (d) from the origin to the dashed line from the previous step. This distance must be shown as perpendicular to the dashed line. c) The "moment" of force F about the origin is equal to the magnitude of F times the distance d. Assume that a counterclockwise rotation about the origin is a "positive" moment. Think of d as a string connected to the origin. If you pull the string in the direction of F, will that cause a clockwise (-) or counterclockwise (+) moment? יך O X

5.Design a system to measure the bending moment (up and down) and torque in the tail boom of the human-powered aircraft shown below. You will need two Wheatstone bridges. Your system should measure the bending and torque independently, but not be sensitive to any other internal forces, like axial force, transverse shear, or bending moment about the vertical axis (back and forth). (If relevant) A clearly labeled diagram (or diagrams) about your analysis with a coordinate system and relevant labels. Final answer with appropriate units and significant figures. You can use the fprintf() command in MATLAB to format numerical results A 2-3 sentence reflection on your answer. Does it make sense? Why or why not? What are some implications? (a) Make a few clear, labeled sketches showing approximately where you would place the strain gauges. Consider the location (along the length of the boom), positioning (around the circumference of the boom), and orientation of the gauges. Show clearly…

Given data: Force=0.5 N Displacemnt 1 m Determine work done

1. Write the procedure for shaper process.

The question and data are in pictures. Please answer properly with each steps and explanation. Best of luck. Thank you so much in advance.

To help workers in your project site move dozens of equipment weighing 70 kgs to a height of 2.2m, you decided to apply the concept of simple machine. You want an inclined plane to be built. Given the angle between the incline and the ground, what would be the most efficient incline to be built to raise the equipments? Why? Here are the angles you can choose from for your incline: a. 15°; b. 30°; c. 60°