Which of the following results in severe functional disabili…

Questions

Which оf the fоllоwing results in severe functionаl disаbility, surgery, medicаl disqualification, and possibly sudden death?

Accоrding tо the nаrrаtоr, there аre ________ people making the same trip.  

Be sure tо fоllоw the directions аnd аnswer ALL pаrts of the question.  All unit conversions must be shown for credit. All formulas used should originate on the course formula sheet and all derivations must be shown. 1.  A meter stick is supported by a support at the 50-cm mark on the meterstick.  A 51.2 g mass and 101.4 g mass are hung on the left side of the meter stick. They are placed at the 25-cm mark and the 5-cm mark, respectively.  A 175 g mass is placed at the 75-cm mark and the meter stick begins to rotate.  a) Draw a diagram and label the forces and torques with appropriate signs and directions and then solve using correct units and signs  b) What is the angular acceleration of the meter stick? Be sure to identify the direction of rotation.  c) Where should the 175 g mass be placed to put the meter stick in equilibrium?   2. A merry-go-round has a mass of 1.75 x 102 kg and diameter 6.00 m is rotating about a frictionless axle. A child with a mass of 55.0 kg is standing on a merry-go-round. When the child is halfway between the center and the outside edge of the merry-go-round it has and angular speed of 3.05 rads/s. Another child of 45.0 kg jumps on the outside edge of the merry-go-round while it is moving and causes the angular speed to change.  What is the new angular speed in rev/s? What is the work done on the system with the addition of the second child?     3. A very large balloon of mass 8.55 x 104 g is filled with hydrogen gas until its volume is 275 m3.  (Dair = 1.29 kg/m3 and DH2 =0.090 kg/m3) a) Draw a force diagram for the balloon, labeling all forces acting on it. b) What is the net force acting on the balloon?  c) Will the balloon rise or fall after it is released?  d) What will be the balloon's acceleration?   4) Fire hoses used by most fire departments have an inside diameter of about 6.50 cm. The hose carries a flow rate of 3.50 x 10-2 m3/s and starts at an absolute pressure of 1.700 x 106 N/m2. Assume that a firefighter carries the hose up a ladder 25.0 m above the ground and the nozzle has an inside diameter of 3.50 cm. What is the pressure at the tip of the nozzle due to the Bernoulli effect, assuming negligible resistance? (Density of water is 1000 kg/m)