6.1 Integration by Parts

Find the magnitude of the torque about P if a 36-lb force isapplied as shown in #40.

do not reject . let other do the solution if u dont know. skip 86 30 ugh hole 16 6 20 Dig 28 18 Dia for the above isometric view , sketch the orthographic view in first angle proiection using catia v5 software. 36

Fix my MATLAB code. % Define unknown quantities in x-y system % abc = Acceleration of B wrt C on beam CD in i direction % vbc = Velocity of B wrt C on beam CD in i direction % xacd = Angular acceleration of beam CD in k direction % xvcd = Angular velocity of beam CD in k direction syms abc vbc xacd xvcd; % Create Unit Vectors in x-y coordinates i = [1,0,0]; j = [0,1,0]; k = [0,0,1]; % Create Unit Vectors in X-Y coordinates (R is rotation Matrix) Theta = 150; % Angle from X-axis to x-axis R = [[cosd(Theta),-sind(Theta), 0]; ... [sind(Theta), cosd(Theta), 0]; [0, 0, 1]]; XYZ = R*[i;j;k]; I = XYZ(1,:); J = XYZ(2,:); K = XYZ(3,:); % Set known quantities for Beam AB (no slider connection). xVab = -2.5*K; % Angular Velocity of Beam AB xAab = -3*K; % Angular Acceleration of Beam AB Rba = 0.2*(cosd(135)*I + sind(135)*J ); % Vector from A to B in X-Y % Calculate velocity and acceleration of point B % due to rotation of Beam AB (no slider connection). Vb1 = cross(xVab,Rba); Ab1 =…

Hello please solve showing all the steps in the process thanks

I need a clear answer by hand, not by keyboard  and fast answer within 20 minutes. Thank you | dybala

Solve fast and accurate,it needs attention

From the image below, and using the given datum, match the variable expressions to their position coordinates, SA, SB and SC, where s A is for block A, $3 is for pulley B, and so is for pulley C. If an expression does not match any position coordinate, then match it to the "None" option. 1.k-q 2.0 3.p 4. k SA Datum bc SC k ✓ None SB ФВ A Р ⒸOF

here is the pronblem with the solution but i dont know how the steps to solve it . pleasde help

y On = 0, cos²0 + o, sin²0 + 2 Txy sin 0 cos 0 15.00 Tnt = -(0x - Oy) sin 0 cos 0 + txy( cos²0- sin?0) These equations may also be written as: Ox+Oy On Ox- Oy cos 20 + Txy sin 20 2 8.00 2 Ox- Oy Tnt sin 20 + Txy Cos 20 2 = - 10.00 10.00 55° 8.00 On Both the xyz and ntz coordinate systems are right-handed systems. The z axis is directed 15.00 Tnt toward the viewer. 1st 2nd 3rd Enter solved problems counter attempt

Don't Use Chat GPT Will Upvote And Give Handwritten Solution Please

Fourier Methods Question

20 40 20 60 20 20 20 I need isometric of the shape 142 20 20 2 60 40

Please write the answer in a paper and apload it because I cannot see it if you don't wrote it in a paper thank you