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Cliff and Will are carrying a uniform 2.0m board of mass 69kg. Will is supporting the board at the end while cliff is 0.6m from...Asked by Leslie
Cliff and Will are carrying a uniform 2.0m board of mass 75kg. Will is supporting the board at the end while cliff is 0.6m from the other end as shown in the following figure. Cliff has attached his lunch to his end of the board, and the tension in the string supporting the lunch is 190N. Find the normal forces exerted by Cliff and Will.
Can someone help with the formulas for these? Thank you.
Can someone help with the formulas for these? Thank you.
Answers
Answered by
Damon
190 down at left
C up at x = .6
75*9.81 down at x = 1
W up at x = 2
forces up = forces down
C + W = 190 + 75*9.81 = 926 Newtons
moments about x = 0 sum to 0
-.6 C + 75*9.81*1 - 2 W = 0
or 2W +.6C = 736 Newton meters
C up at x = .6
75*9.81 down at x = 1
W up at x = 2
forces up = forces down
C + W = 190 + 75*9.81 = 926 Newtons
moments about x = 0 sum to 0
-.6 C + 75*9.81*1 - 2 W = 0
or 2W +.6C = 736 Newton meters
Answered by
Leslie
Thanks for your time! I don't understand this answer. Maybe someone else can help me understand the formulas to find the force for Cliff and the force for Will.
Thank you
Thank you
Answered by
Damon
C + W = 926 so
2 W = 1852 - 2 C
then
(1852 - 2 C) + .6 C = 736
1852 - 736 = 1.4 C
etc
2 W = 1852 - 2 C
then
(1852 - 2 C) + .6 C = 736
1852 - 736 = 1.4 C
etc
Answered by
Annabelle
Thanks again, Damon. Still not getting this at all. I appreciate your time, but the steps still don't make sense to me.
Answered by
Damon
add up the forces. That is one equation
add up the torques (moments) about x = 0. That is the second equation
add up the torques (moments) about x = 0. That is the second equation
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