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A block of mass m is held motionless on a frictionless plane of mass M and angle of inclination ? (see Fig.). The plane rests on a frictionless horizontal surface. The block is released. What is the horizontal acceleration of the plane? (This problem already showed up as Problem 2.2. If you haven't already done so, try solving it using F = ma. You will then have a greater appreciation for the Lagrangian method.)
A piece of wood is 0.600m long, 0.210m wide, and 0.08 m thick. Its density is 600kg/m3. find the mass of this volume of lead
charge is uniformly distributed around a ring of radius r and the resulting electric field is measured along the rings
A 66kg skier starts from rest at the top of a 1200 m long trail which drops a total of 230m from top to bottom. how much energy was dissipated by friction
A race car can be slowed with a steady acceleration of -11 m/s2 if the car is going 55m/s how many meters would it travel before it stops?
Although the evidence is weak, there has been concern in recent years over possible health effects from the magnetic fields generated by transmission lines. Estimate the magnetic field strength on the ground
A mountain climber stands at the top of a 50m cliff hanging overa calm pool of water. What is the initial velocity of the second stone when it is thrown
the three-toed sloth is the slowest moving land mammal. on the ground the sloth moves at an average speed of 0.031 ms
A box is lifted with a pry bar , by slipping the bar under the box and lifting up on the bar. what is the size of the force required to lift the box
Using their ship’s engine, they pull on the asteroid with a force of 490 N. Initially the tug and the asteroid are at rest, 450 m apart. Explain how much time does it take for the ship and the asteroid to meet?
A 2.0 mm tall object is 20.0 cm to the left of a diverging lens that has a focal length of f= -30.0 cm. how tall is the image?
a sound wave with a frequenc of 512 hz and a wavelenth of 2.99 m is directed toward the bottom of a lake to measure its
1. show that a moving region of space in which e 0 e 0 b 0 -b 0 and v -c00 does not satisfy maxwells equations and
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