Jeremy is piayıng Wth ayoya 07 mass mo-aa grams The yo4oString is let aut to length rs=58 am,and hespins the yoyo in ahorizontalc\Ycie at a cotant rate 07 Wo=5,6 rads sec. The YOYOString makes an ang le 07 es With the horizontal1calculate thetension inthe string T in newtons-

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Answered: Jeremy is playıng WHh ayoya 07 mass…

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

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T2 = ? T1 = ? M2 = 2 kg M1 = 5 kg M2 = 20 kg 1. Find the acceleration 2. Tension on the strings
If VA = 96.2 i in/sec in the figure below, find w2, the angular speed of bar B2. By 12 in. Bs B8 in. i -10 in. To calculate the angular speeds of the two bars B2 and B3, you need to use the two point formula: 1) fırst on rigid body B2 to calculate the velocity of point B (since you know velocity at point A) 2) then on rigid body B3 to calculate the velocity of point D (since you know velocity at point B) 3) Note that the velocity at point D has to be zero. Thus the two components of the velocity are zero giving you two equations to solve for the two unknown angular velocities. Figure is from "Engineering Mechanic An Introduction to Dynamics", McGill and King.
Pr1. A body of mass m = a vertical spring of spring constant k = 90 N/m. At t = 0 the body is displaced from its equilibri- um position downward by distance xo and it is given an initial velocity vo = 2,50 kg is hung on 13 cm 78 cm/s also directed downwards. a) Give the displacement x(t) of the body as a function of time. After how much time does the body pass through the equilibrium position first? b) Find the maximal displacement, speed and acceleration of the body during the motion. c) Find the total energy stored in the oscil- lation.
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FBD: The mass of a pendulum is connected to a spring with a spring constant Kas shown in the figure. The spring stays vertical all the time with the help of a massless follower. The vertical distance between the fixed point O and the path of the massless follower is 2L. Use Newton's second law and find the equation of motion of the system in terms of 0. 762 mgbi Img 2L L bil Nig K 777777 P EMO = Jaz ->0₂ ?
A ring of mass m is attached to the spring and slides over the rod. Unextended length of the spring l0 and the spring coefficient is k. When the collar is at point C, it is released and between the collar and bar Since the coefficient of friction is μk; a) Find the velocity of the ring at points A and B using the Work-Energy method. b) Find the normal forces acting on the collar at points A and B.
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Jeremy is playıng WHh ayoya 07 mass mo=aa gramse The yatO String is iet ott to length r$=58 am,and hespns the yoto in a honzontalciYCie at a constant rate 07 w=5.0 rads sc. The yoyo String makes an ang le 07 Os With the horizontale calculate the tension inthe string Ts in newtons. Ts=