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- Q5 A/let A+2B-SC-3/4D find the valu of B when A,B and D are given below: A=[20 22 4 16 1]; C-[10 10:5 5:2 2]; D=[11:11;11]; O B=(((5*C-((3/4)*D)))-A)/2 O B=((5*C-((3/4)*D))-A))/2 O B=(((5*C-((3/4)*D))-A)/2 OB1=(5*C-(3/4)*D-A)\25Find the lengh and divection for (uxv) X(vxu) 179 for the folloning @ u=2i+3j , v= -itj O u=2i-2j +4k,v= -i+j-2k ® u= irj-K, v= o O u= -gi -2j-4k, v= 2i+2j+k O u= i-tj+k, v= i+j+2kFrame the three equations and find the constants of the Freudenstein's equation for the given data. A four-bar mechanism is to be designed in a automotive industry to perform automation of packaging. The given input angles and the required output angles are given below. O, is along 03 is 40° greater than 02 Input angle, 0 02 is 30° greater than 01 positive x axis Pi is 20° lesser than P2 Output angle, O P 2 is same as 03 P3 = 02
- ZVA @ e SIM a A moodle1.du.edu.om Solve the second order homogeneous differential equation y " -6y'-7y = 0 with intial values y(0) = 0; y'(0) = 1 %3D Maximum file size: 200MB, maximum number of files: 1 Files IIA stepper motor serves as the drive unit for the linear joint of an industrial robot. The joint Q4 must have an accuracy of 0.25 mm. The motor is attached to a leadscrew through a 2:1 gear reduction (2 turns of the motor for 1 turn of the leadscrew). The pitch of the leadscrew is 5.0 mm. The mechanical errors in the system (due to backlash of the leadscrew and the gear reducer) can be represented by a normal distribution with standard deviation = +0.05 mm. Specify the number of step angles that the motor must have in order to meet the accuracy requirement.f Facebook (60) Binary operation (Mather x b Answered: Some states have x M Item shared with you: "Proble x 4 Problem Set 2-2_Axial Load- + A drive.google.com/file/d/1n5tC5BPOCKLLBIVXPMF8h9X3FCxLCHKu/view?ts=6153bb21 submissions. Do not attempt to submit others work as your own, rules agreed on course orientation will apply. 1.0 The post weighs 8 kN/m. Determine the internal normal force in the post as a function of x. 2 m 2.0 The rigid beam supports the load of 60 kN. Determine the displacement at B. Take E = 60 GPa, and ABC = 2 x 10-3 m2 60 kN -2 m- 4 m B 2 m 3 m D ENGG 410 | Fundamentals of Deformable Bodies 09:07 P Type here to search 28°C Partly sunny 29/09/2021