I attached a formula sheet of the only formulas that can be used to solve problems. Will leave a vote! Position, Velocity, AccelerationRectangular Coordinate:i = xỉ + yj + zkü = v,i + v,j + v,k = xi + ÿj + żka = a,i + a,j + a,k = xï + ÿj+ žkProjectile Motiona = -gjv = vĩ + v,j = voxī+(-gt + voy)jKinematic Equations for Two Points on the SameRigid Body:%3D/APure Rolling:vc = rw; ac = ra, consistent with the rolling direction;v¡ = 0; a¡ = rw² toward C7 = xĩ + yỹ = (Voxt + xo)ï + (–gt2 + voyt + Yo)j Eq. of Motion for a Rigid Body in Planar Motion:1gt²ΣF -Tangent and Normal Coordinate:* = 7(s)i = vũ; = sū;à = a,ū, + a„īn = šū, +ūn= māgΣΜ 1ς αΣΜΟ-10αEMQ = Iga + (Fc/ × mãc),= lọa + (Tc/Q × māo), Q: any pointG: mass centerO: pivot point or instantaneous center213/21+]|d²y|p =Kinetic Energy of a Rigid Bodydx2T =mv,² +Igw²2Cylindrical Coordinate:= rū, + zū,v = v,ũ, + vgũg + v,ū, = rū, + rôūo + żū,à = a,ūr + agūg + azūz= (* – rô?)ũ, + (rö + 2řė)ūg + žū,T =Work Done on a Rigid Body- [ Fds + f MdoU =Newton's Second Law:2F = mãWork-Energy Principle:T; +U.-2 = T21kinetic energy: T =mv²work done: U =F• dr*work of the force exerted by a spring:U1-2 = k(sỉ – s3)*work of the force exerted by friction:U1-2 = -fdConservative Force Field:T1 + Vị = T2 + V2T: kinetic energyV:potential energy The crank arm AB tums about z axis thrdugh its pinned end A with the clockwise angular velocity w = 3 rad/sand counterclockwise angular acceleration a = 2 rad/s² at the instant shown. The block C slides in the verticaltrack. At the given instant, determine (a) position vector, îa/a, and velocity and acceleration at point B, vg andäg, (b) position vector, ře/B, velocity at point C, vc, and angular velocity of the link BC, ögc, and (c)acceleration at point C, år, and angular acceleration of the link BC, đgc.B30°*503 mo- 3 rad'sa-2 zad vA(7] (a) řbya =(10] (b) ře/u =[8] (c) âc =

Answered: Image /qna-images/answer/3310d4b7-a0a8-430c-a472-b181852b9354.jpg

The crank arm AB turms about z axis through its pinned end A with the clockwise angular velocity w = 3 rad/s and counterclockwise angular acceleration a = track. At the given instant, determine (a) position vector, řB/a, and velocity and acceleration at point B, vg and äg, (b) position vector, ře/n. velocity at point C, vc, and angular velocity of the link BC, õnc, and (c) acceleration at point C, åc, and angular acceleration of the link BC, ägc. 2 rad/s? at the instant shown. The block C slides in the vertical B 30 2m 50 3 m 3 rad (7] (a) faya = (10] (b) ře/m = [8] (c) âc = -2rad

The crank arm AB turms about z axis through its pinned end A with the clockwise angular velocity w = 3 rad/s and counterclockwise angular acceleration a = track. At the given instant, determine (a) position vector, řB/a, and velocity and acceleration at point B, vg and äg, (b) position vector, ře/n. velocity at point C, vc, and angular velocity of the link BC, õnc, and (c) acceleration at point C, åc, and angular acceleration of the link BC, ägc. 2 rad/s? at the instant shown. The block C slides in the vertical B 30 2m 50 3 m 3 rad (7] (a) faya = (10] (b) ře/m = [8] (c) âc = -2rad

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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