The disk rotates with the angular motion shown. The peg at B is fixedto the disk. Suppose that w = 6 rad/s, a = 10 rad/s2, r=0.3 m,and a = 1.25 m. (Figure 1)Figure97°FSunnyAMA30° -a1 of 1 is fixed3 m.of 1HFailAWAC =SubmitDetermine the angular velocity of the slotted link AC at this instant measured counterclockwise.Express your answer using three significant figures. Enter positive value if the angular velocity is counterclockwise and negative value if the angular velocityis clockwise.Part Ba AC=SubmitVΞΙ ΑΣΦaRequest Answer4ΠΙ ΑΣΦvecRequest AnswerDetermine the angular acceleration of the slotted link AC at this instant measured counterclockwise.Express your answer using three significant figures. Enter positive value if the angular acceleration is counterclockwise and negative value if the angularacceleration is clockwise.?vecrad/s?rad/s²<H C12 of 12ENGReview4x D7:33 PM7/12/2022

Answered: Image /qna-images/answer/7205ff94-ba76-470b-bf87-d8f3521f95a8.jpg

Answered: The disk rotates with the angular…

The disk rotates with the angular motion shown. The peg at B is fixed to the disk. Suppose that w = 6 rad/s, a = 10 rad/s2, r=0.3 m, and a = 1.25 m. (Figure 1) Figure 1 of 1

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

Given that P = 50N, and the rod has mass = 0.370 kg with centroidal mass moment of inertia l = 37/19200 kg-m²:a. Which of the equations given in the second image can be used to solve for the angular acceleration of rod BD?b. What is the angular acceleration of rod BD?
solve show all steps/solutions
Please draw the figure. Thank you so much.An engine flywheel and a clutch plate are both connected to a transmission shaft. Let the moment of inertia of the flywheel be I1 and its angular velocity ω1, and let the moment of inertia of the clutch plate be I2 and its angular velocity is ω2. The two discs have then been combined by forces which are applied at their axes of rotation so as not to cause any torque. The discs then reached a common final angular velocity after rotational collision. Find the expression for the final angular velocity.
I will rate your answer as soon as possible, thank you.
2. Two rigid links are rotating in the horizontal plane as shown in the figure below. The left-most link rotates with angular rate ₁ of 4 rad/s. The end of the right-most link holds a pin which is confined to move along a slot in the other link. The length of the right-most link 72 is 0.45 m. Determine the angular rate ₂ of the second link at the instant shown. Use 0₁ = 30°, 0₂ = 60°, and r₁ = 0.6 m. 0
3. For the diagram below, derive for the angular displacements of the rotating discs. GJ₁ L₁ M₁(t) 0₁ (1) >|< GJ₂ L2- M₂(t) 0₂(1)
The ends of rod AB (link 3) are pin connected to slider 2 at A and disk 4 at B. The disc is rolling without sliding on horizontal surface. At the instant when 0 = 50°, the speed of A is VA = 3.5 m/s directed to the right. a) Locate, on the figure, the I. C. R. for the rod AB and for the disk. b) Use the respective I. C. R. to find the angular velocities (@3, w4) of the rod AB and disk, respectively. c) Determine, using the I. C. R, the velocity of the center of the disk (point G). Given: r = 0.2 m L = 0.8 m 0 = 50° VA = 3.5 m/s 3 B G
Consider the disk and axle shown below. The axle has a constant angular velocity (in rad/s) in the inertial frame given by: A/N = 0.152 i. The disk has an angular velocity (in rad/s) in the axle frame given by: p/A 0.504 k . Calculate the magnitude of angular acceleration of the disk in the inertial frame (in rad/s?). N D
Q3 A disk of radius R shown in the figure R spins at the rate of 0 about an axle held by a fork-ended horizontal rod that rotates itselfat the rate of Ø. Find the angular velocity of the disk.
The figure below shows a cast iron pulley with a density of 7000kg/m3. The spokes must be seen as slender rods. (All dimensions in mm) Determine: (a) Moment of Inertia (x-x) (b) radius of gyration
Consider two sliders connected by a rod of length L₁ + L2 moving within the perpendicular slots below. At the instant shown, the slider denoted by O' is moving downward at a constant speed of VA and the angle 0. The rod simultaneously rotates at a rate of w = 0 and with rotational acceleration a = Ö. An inertial reference frame I = {0,112,13} and a translating and rotating body frame B = {O', 6₁, 62, 63} are defined as shown. 1. Determine the scalar speed of the slider B, VB 2. Determine the magnitude of the inertial acceleration of the tip of the rod, || (ac/o)||. Write the angular acceleration and velocity using the symbols & and w in your answer. 3. Determine the angular acceleration & = Ö in terms of the variables given. b3 b VA iz bi 0 Li UB L2
5. The presence of a net external torque will still lead to a conservation of angular moment of a rotating body True False