CA3 MEC107 (Protected View) - WordABHSHEKeviewVewHelpTell me what you want to doou need to edit, it's safer to stay in Protected View.Enable Editinge close some apps.Update nowQ.1The velocity of a slider is defined by the relation v = v'sin(@t + o).Denoting the velocity and the position of the slider at t = 0 by Up andXo, respectively, and knowing that the maximum displacement of theslider is 2x, show that (a) v' = |( + xa;/2x,0, (b) the maximumvalue of the velocity occurs when x = x 3-(/w,) |/2.

Part(a)v'=vo2+xo2ωo22xoωnPart(b)maximum velocity occurs at,x=xo3-voxoωn22

Q.1 The velocity of a slider is defined by the relation v = v'sin(wt + ¢). Denoting the velocity and the position of the slider at 1 = 0 by ₁ and xo, respectively, and knowing that the maximum displacement of the slider is 2x0, show that (a) v' = (v² + x₂w²)/2x@„, (b) the maximum value of the velocity occurs when x = xo [3 - (vo/xow)²]/2.

Q.1 The velocity of a slider is defined by the relation v = v'sin(wt + ¢). Denoting the velocity and the position of the slider at 1 = 0 by ₁ and xo, respectively, and knowing that the maximum displacement of the slider is 2x0, show that (a) v' = (v² + x₂w²)/2x@„, (b) the maximum value of the velocity occurs when x = xo [3 - (vo/xow)²]/2.