Q3: A 200-pound object is to be hung from the end of a rigid 8ft horizontal pole of negligible weight, as shown in Figure below. The pole in attached to a wall by a pivot and is supported by an 8ft cable that is attached to the wall at higher point. The tension on this cable is given by the equatior (T). Write a program to determine the distance d in order to minimize tension on cable. The program should calculate the tension at 0.1ft intervals from d=1ft to 7ft and should locate the position of that produce the minimum tension Cable W.ic.lp T = dIp -d² l=8ft Ip=8ft w=200Ib
Q3: A 200-pound object is to be hung from the end of a rigid 8ft horizontal pole of negligible weight, as shown in Figure below. The pole in attached to a wall by a pivot and is supported by an 8ft cable that is attached to the wall at higher point. The tension on this cable is given by the equatior (T). Write a program to determine the distance d in order to minimize tension on cable. The program should calculate the tension at 0.1ft intervals from d=1ft to 7ft and should locate the position of that produce the minimum tension Cable W.ic.lp T = dIp -d² l=8ft Ip=8ft w=200Ib
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
Transcribed Image Text:Q3: A 200-pound object is to be
hung from the end of a rigid 8ft
horizontal pole of negligible
weight, as shown in Figure below.
The pole in attached to a wall by a
pivot and is supported by an 8ft
cable that is attached to the wall
at higher point. The tension on
this cable is given by the equation
(T). Write a program to determine
the distance d in order to
minimize tension on cable. The
program should calculate the
tension at 0.1ft intervals from
d=1ft to 7ft and should locate the
position of that produce the
minimum tension
W ic.lp
Cable
T =
dIp -d
lk=8ft
l3=8ft
d
w=2001b
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