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Problem: A 9 kg sled is initially at rest on a horizontal road. The sled is pulled a distance of 3.1 m by a force of 37 N applied to the sled at an angle of 30o to the horizontal.
Part I: Find the change in the kinetic energy of the sled.
I need help to find the change in the kinetic energy of the sled.
a tropical fish aquarium with 5 ocean species of fish has flat glass sides. a beam of light from outside the aquarium
A 0.50 kg object on a 40 cm long string swings in a circle, on horizontal table, fritionless table. what is Tangential velocity of the block
A small blob of putty of mass m = 90.0 g falls from the ceiling and lands on the outer rim of a turntable of radius R = 15.0 cm and moment of inertia I = 1.90E-2 kg·m2 that is rotating freely with angular speed 3.77 rad/s about its vertical fixed-..
you have 750 g of water at 10.0 c in a large insulated beaker. how much boiling water at 100.0 degrees c must you add
If 2.45 x 10-4 Joule of work are required to move 29.2 C of charge from one point to another, obtain the electric potential difference between two points
In a particular x-ray tube, an electron approaches the target moving at 1.10 108 m/s. It slows down on being deflected by a nucleus of the target, compute the final speed of the electron
There is a uniform magnetic field throughout the region with components Bx = +1.0 T, By = +9.0 T, and Bz = +2.0 T. Calculate the flux through the shaded face of the cube
A 8.68x10^5-m- long pipeline has an inside diameter of 12 in. and can be supplied with oil at 35L/s (a) what is the volume of oil in the pipeline if it is full at some instant in time? (b) How long would it take to fill the pipleline with oil if it i..
The density of the water in the Great Salt Lake (Utah) is greater than ocean water because of the much higher salt content. Find the density of the water in Great Salt Lake
A sample of ore containing radioactive strontium9038Sr has an activity of 7.6 x 105 Bq. How many grams of strontiumare in the sample
An electron is moved from point A to point B in a uniform electric field and gains 5.28×10-15 J of electrostatic potential energy. Calculate the magnitude of the electrostatic potential difference between the two points.
Consider a quantum particle with potential energy V(x) which has a minimum and show that the energy eigenvalue E must exceed the minimum value of V(x) for every normalizable solution of the Schrodinger equation.
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