A luggage handler pulls a 20.0 kg suitcase up a amp inclined at 32.0° above the horizontal by a Force F of magnitude 163 N that acts parallel to Famp. The coefficient of kinetic friction between t amp and the incline is uk = 0.300. The suitcase cravels 3.80 m along the ramp.

Please Fill In the blanks where I have marked red X's using the questions and Image below. 1. On the drawing above, before any geometric controls are applied, what is the coaxility tolerance is implied between the diameters? 2. On the part above, apply datum feature symbols to create a datum axis A-B by using the right and left diamters. 3. Apply a position coaxility between the right and left diamter of 0.1 at MMC. 4. Apply a position tolerance to the large center diameter within a diameter of 0.3 in relation to the single datum axis established by both datum features A and B.

2 Parts ( C & D) in image below read & and solve carefully.

The figure below represents a Whitworth quick-return mechanism which is used in shapers. It is required that the tool holder (link 6) maintain a nearly constant velocity during the cutting stroke but accelerates on the return stroke in order to reduce idle time. The inputs are: VA2=8m/s, a2=0. Find the following: a) The angular velocity m4 b) The magnitude of the sliding velocity and acceleration of A c) Angular acceleration a4 d) Find the acceleration of A via link 2 e) Find the acceleration of A using the angular velocity and acceleration along with the Coriolis effect and the acceleration along the axis of slip (via link 4) f) Find the acceleration of the tool holder (C). 2 (VA2 = 6 m/sec 02 4 B * 45° 0,04 0,A = 19.1 cm 0,B = 10.2 cm 35.6 cm 8.9 cm 04 BC

Codes to start with: (many errors and bugs to be corrected)m=30;n=m*m;x=linspace(0,1,m);y=linspace(1,0,m);k=10;a=zeros(n,n);b=zeros(n);c=zeros(n);d=zeros(m,m);%interior pointsfor jj=?a(jj,jj)=-4;a(jj,jj-2*m)=1;a(jj,jj+2*m)=1;a(jj,jj-2)=1;a(jj,jj+4)=1;end%top bcfor jj=1:ma(jj,jj)=1;end%bottom bcfor jj=?a(jj,jj)=1;end%left bcfor jj=?a(jj,jj)=-4;a(jj,jj-m-5)=1;a(jj,jj+m-2)=1;a(jj,jj+4)=2;end%right bcfor jj=?a(jj,jj)=-4;a(jj,jj-m)=1;a(jj,jj+m)=1;a(jj,jj-1)=2;endfor jj=1:mb(jj)=30;endfor jj=?b(jj)=50;endfor jj=?b(jj)=-20000/k/m*cos(pi*((m-1)*m-jj+1)/m/m);endc=inv(a)*b;%try to plot c in 2d domainfigurecontourf(x,y,d)title('Temperature')xlabel('Distance x')ylabel('Distance y')

I need answers to this question.

Fishing line with a tensile strength of 25 lbs is used at B to fasten 2 members together as shown. Find the maximum force F that can be supported, given:L1 = 2 in, L2 = 4 in L3 = 6 in, L4 = 5 in

Figure & G Part A Determine the velocity of block A if end B of the rope is pulled down with a speed of 9.0 m/s. (Figure 1) Express your answer to three significant figures and include the appropriate units. μÅ VA = Submit Value Provide Feedback Request Answer Units ?

Do and Answer the ff.

Can someone please help me to solve this graphically on CAD as well as analytically. Show all work thank you!