b.) Find the size of the tension in the chain at each point.TA =NTBN%3DTc =Part II: (through the friction patch)c.) Find the coefficient of kinetic friction (uk) of the friction patch. Use the energy method (including friction) to get it. (Also try it with the older forcemethods-- make sure both methods give the same answer!)Part III: (off the cliff)d.) Find Bugs Bunny's final speed just before landing in the water.Vf =m/se.) Find the time he is airborne.t =Sf.) Examining parts d-e, which could have been done with the energy method? With older methods? With either? If both methods would work, re-dothe part with the other method (the one you did not already use) and show it gives the same result. If you cannot use both methods, explain why theother method doesn't work.Finally:g.) Elmer Fudd (unknown mass) wishes to repeat Bugs Bunny's feat. Assuming he starts from rest, what is the minimum height up the initial hill thathe must start, in order to successfully swing around the top of the swing set bar?Please express your answer as a number and as a multiple of the circle's radius.Elmer's minimum him =• R%D Bugs Bunny (m=32 kg) starts at rest atop a h;=33 m tall hill, and then slides down. After that, Bugs:I.) slides into a swing set at the bottom of the hill, which has a R = 11 m long chain. He swings up and over the bar, with the chain managing to staytaut. (Labelled points A, B & C are at the bottom, side and top of the loop respectively.)%|II.) continues on flat ground, where he then hits a friction patch which is L=41.25 m long, from which he exits (at labelled point D) at speed vp17.98 m/s.III.) slides off a cliff that is hp=17 m tall, into a lake.Ch,DVoRFL-Part I: (around the swing set)a.) Sketch in the correct directions of all forces that act on Bugs at each of the points A-C.Note: At point A, Bugs has already lifted his feet off the ground.

Hello. Since your question has multiple sub-parts, we will solve first three sub-parts for you. If…

Bugs Bunny (m=32 kg) starts at rest atop a h;=33 m tall hill, and then slides down. After that, Bugs: I.) slides into a swing set at the bottom of the hill, which has a R = 11 m long chain. He swings up and over the bar, with the chain managing to stay taut. (Labelled points A, B & C are at the bottom, side and top of the loop respectively.) II.) continues on flat ground, where he then hits a friction patch which is L=41.25 m long, from which he exits (at labelled point D) at speed vp = 17.98 m/s. III.) slides off a cliff that is hp=17 m tall, into a lake. В Part I: (around the swing set) a.) Sketch in the correct directions of all forces that act on Bugs at each of the points A-C. Note: At point A, Bugs has already lifted his feet off the ground.

Bugs Bunny (m=32 kg) starts at rest atop a h;=33 m tall hill, and then slides down. After that, Bugs: I.) slides into a swing set at the bottom of the hill, which has a R = 11 m long chain. He swings up and over the bar, with the chain managing to stay taut. (Labelled points A, B & C are at the bottom, side and top of the loop respectively.) II.) continues on flat ground, where he then hits a friction patch which is L=41.25 m long, from which he exits (at labelled point D) at speed vp = 17.98 m/s. III.) slides off a cliff that is hp=17 m tall, into a lake. В Part I: (around the swing set) a.) Sketch in the correct directions of all forces that act on Bugs at each of the points A-C. Note: At point A, Bugs has already lifted his feet off the ground.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

Question 1 A motor winds in a cable with a constant acceleration such that a 77-kg crate, which is initially at rest, moves a distance, s = 3.3 m in 5 seconds. Assume that the friction uk = 0.25. Refer to the figure below for more details. M Determine the tension developed in the cable. 50° a) Draw the FBD and kinetic diagram of the crate. b) Using an appropriate kinematic equation(s), determine the acceleration of the crate. c) Apply appropriate equation(s) of motion to determine the cable tension.
Please help me
Students are given two spherical balls made of different materials, but of identical mass and diameter to experiment with. Each ball is dropped from an initial height, h0. The “sad ball” comes to rest without visibly bouncing when it strikes the tabletop. The “happy ball” bounces up to a final height h, where h< h0 A fellow student wants to use one of the balls in a carnival game where cups are knocked over by a thrown ball. Which ball should they use, happy or sad? Why?
Physics 121 Spring 2021 - Document #11: Homework #04 & Reading Assignment page 4 of 8 Problem 1: Gnome Ride - This from a Previous Exam I. A Gnome of given mass M goes on the Gnome Ride as follows: He stands on a horizontal platform that is connected to a large piston so that the platform is driven vertically with a position as a function of time according to the following equation: y(t) = C cos(wt) Here w is a constant given angular frequency, C is a given constant (with appropriate physical units) and y represents the vertical position, positive upward as indicated. Part (a) - What is the velocity of the Gnome at time t = 0? Explain your work. Present your answer in terms of the given parameters Part (b) – What is the net force on the Gnome at time t = 0? Explain your work. Present your answer in terms of the given parameters Part (c) – What is the Normal Force on the Gnome at time t = 0? Explain your work. Present your answer in terms of the given parameters Some Possibly Useful…
10. Wedge Hammer A B 45° -450 mm Fig. 3.20 Neglecting the small amount by which the hammer rises after passing through the vertical through A and assuring that the hammer does not rebound, find the value of R Fig. 3.20 shows a tilt hammer, hinged at 0, with its head A resting on top of the pile B. The hammer, including the arm OA, has a mass of 25 kg. Its centre of gravity G is 400 mm horizontally from O and its radius of gyration about an axis through G parallel to the axis of the pin O is 75 mm. The pile has a mass of 135 kg. The hammer is raised through 45° to the position shown in dotted lines, and released. On striking the pile, there is no rebound. Find the angular velocity of the hammer immediately before impact and the linear velocity of the pile immediately after impact. Neglect any impulsive resistance offered by the earth into which the pile is being driven. [Ans. 5.8 rad/s, 0.343 m/s]
show each step for answer
Q1
Part a) Determine the force exerted by his seat on a 170-lb rider at B and D Part b) Determine the minimum value of the radius of curvature at E if the roller coaster is not to leave the track at that point.
6. Can you explain in DETAILED how did you come up with the solution? I need to make a script out of it so I can explain it in class. Thank u
Newton’s Second Law of Motion
Show all work
A projectile object reaches a height of 430 m, if it is fired straight up using a spring-loaded gun. Using the same gun, what is the maximum height (m) that can be reached by the projectile if it fired at an angle of 31 ° from the vertical?