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Dania is dragging a 110 kg trunk across a rough floor at a constant velocity of 5.6 m/s [E] with a horizontal force of 380 N [E].

  1. Calculate the coefficient of kinetic friction between the trunk and floor.
  2. Sonya decides to help by pulling on the trunk with a force of 150 N [Up].  Will Sonya be helping Dania?  Explain
  3. Calculate the force Dania needs to pull at now in order to keep a constant speed.
  4. Another student (not as nice as Sonya) sits on the trunk.  They have a mass of 55 kg.  What force does Dania need to pull at now for a constant speed?

Shaurya is going tobogganing.  Shaurya and the toboggan have a combined mass of 95 kg.  Once Shaurya reaches the bottom of the hill, he is travelling at 6.5 m/s.  After travelling for 14.6 m over level ground, he comes to a stop.  What is the coefficient of kinetic friction between Shaurya’s toboggan and the snow


  1. A hockey puck of mass 0.245 kg leaves a hockey stick at a speed of 29 m/s.  The coefficient of kinetic friction between the ice and puck is 0.080.

a. What is the acceleration of the puck once it leaves the stick?

b. How long will it take for the puck to stop?

c. Repeat part (a) for a puck of twice the mass.



A loaded dogsled has mass of 400 kg and is being pulled across a horizonal, packed snow surface at a velocity of 4.0 m/s (N). Suddenly the harness separates from the sled. If the coefficient of kinetic friction for the sled on the snow is 0.0500, how far will the sled coast before stopping?


A boy in a stationary boat on a still pond has lost his oars in water. In order to get the boat moving again, he throwa his rucksack horizontally out of boat with speed of 4m/s. Mass of boat is 60kg, mass of boy is 40kg mass of rucksack is 5kg. How fast will the action make the boat move?

A stone is found to weigh 6.2 in air, 4.5 in water, and 5.3 N in an unknown liquid. Find a.) the density of the stone and the unknown liquid, b.) the buoyant force of the liquid on the stone, c.) the buoyant force of water on the stone, and d) the volume of the stone.


An aluminum ball of mass 54.0 g and density 2.70 g/cm3 is placed in a beaker filled with water. a.) What is the volume of the ball? b.) What is the volume of water that will spill out of the beaker? c.) What is the buoyant force of the water on the ball?


1. A boy throws a ball horizontally from the top of a building. The initial speed of the ball is 20 m/s. Find the vertical and horizontal components of its velocity. 2. A regulation volleyball court is 18.0 m long and a regulation volleyball net is 2.43 m high. Alyssa Valdez has to make a serve so she strikes the ball a height h = 1.73 m directly above the back line, and the ball's initial velocity makes an angle 50 degrees with respect to the ground. Will she be able to make one good serve? Prove your answer quantitatively. 3. An object is whirled at the end of a string in a horizontal circle. If the period of one revolution is 1.18 s, and the length of the sting is 0.93 m, find the centripetal acceleration of the object.

Using the information from question #561a above:

b) What is his weight on the moon? _____ newtons


Using the information from question #561a above:

b) What is his weight on the moon? _____ newtons


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