Pl6-1. Set up the relative velodity equalion between points A and . 4 rala 05 m 30 No slipping
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A: For solution refer below images.
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- Given the sum of the Minterms simplify the expression by using k-maps and choose the correct expression. FuBo - 2m (0.2, 3, 4, 6 ) (ABC) = Expression A. Y-ABС+ BС +ВС Expression B. -- Y = AB +B C +B C Expression C. Y = AB +C Expression D. Y = AB + Cprefie. U- o vereaty 1000yt- lo0oy-10 Find u,, ue and its direction of the parrullel Plotte shown 42-7 Pro5. Find the new location of point G; initially at G = [3 0 -1] If, (i) it is rotated by 60deg. about z-axis and then translated by 3 units along y-axis, and (ii) it is first translated by 3 units along y-axis and then rotated by 60deg bout z-axis. Are the two locations same? Check and justify, whether the final position in two cases is same or different.
- Show your work! 1. A car travels 40 miles east, then turns southeast and travels for 35 miles at an angle of -65°. 31- a. Find the components of the second vector (the one at -65°). to obutingsm adi bat d b. What is the magnitude of the displacement from the original position? L 8x Atsuborq azoto tolgay and bri c. What direction is the car traveling in? (In other words, find the angle.)A projectile is aimed to hit a mark in a horizontal plane, but falls short by 20m, when the angle of projection is 20°. However, when projected at 45°, it overshoots by 40m. Determine the angle of projection required to hit the target precisely? Also find the actual distance of the target. ANS: X = a =Derive the attitude kinematic equation expressed by 1-2-3 Euler angles.
- take , XYZ = 689Use the graph to match the integral for the volume with the axis of rotation. y=fx) x=y) OO x-axis O () y-axis O (H) x=a O (v) y-b (b) V - [b - f(x))?) dx O O x-axis O () y-axis O (H) xa O (v) y-bUse the graph to match the integral for the volume with the axis of rotation. y= f(x) b. x= f(y) a (a? - (fy)l?) dy (a) V = Tt O (i) х-ахis O (ii) y-axis O (ii) X = a O (iv) y = b (b) V = n (b2 - [b – f(x)]²) dx O (i) x-axis O (ii) y-axis O (ii) x = a O (iv) y = b
- un around circular for so second, starti na track at £00 m hadius Problem 4.) What would be the magnitude of tbe rasultant of the appied 1o0as How far far is its location From point C? 9o016 4 06IB GO 16/ft AT 4 Ft GFtA‚A = r2 = 0.2 m ABo = rị = 0.5 m = 60° Kinematic diagram, the limb dimensions are given below, the drive link in the arm slide mechanism angular position 012 = 600 and the speed of the mechanism is constant 0 12 = as 50 rad /s 012 12 = 50 rad/s are given. Do the following operations respectively. a- Write the Vector Closure Equation and bring it into scalar %3D form. AO b- Find S13, 014 Konum by doing position analysis. c- Analyzing speed S13, 014 S13 Find 014 Bo 012 AoGiven that P=120lb and Q=130lb, find the rectangular representation of P+Q.