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A conducting metal rod 1.0 cm in diameter carries 500-A current distributed uniformly over its cross section. Using Ampere's law
(a) find the magnetic field strength 0.25 cm from its axis.
(b) Find the B field strength at the rod's surface.
(c) Find the B field at a distance 10-cm away from the center.
An object is launched at 30 with initial speed of v = 30m/s. a) When does it reach the highest point of the projectile? b) What is the range of the flight? c) What the maximum height it reaches? 30. An object is moving with constant speed of v = 3..
In a model AC generator, a 499 turnrectangular coil 5.0 cm by 28 cm rotates at 115 rev/minin a uniform magnetic field of 0.62 T. What is the maximum emf induced in the coil?
Assume you cut a small gap in a metal ring. If you heat the ring, find will the gap become wider or narrower
Two point charges Q1 = +5.70 nC and Q2 = %u22122.40 nC are separated by 25.0 cm. What is the potential energy of the pair of charges
a water droplet with a mass of 22.3 ng 1 ng 1 nanogram 1e-9 g is stationary in the air under the combined influence
question1the large quadriceps muscle in upper leg terminates at its lower end in a tendon attached to upper end of the
The ends of a thin bar are maintained at dissimilar temperatures. The temperature of the cooler end is 13°C, as the temperature at a point0.15 m from the cooler end is 23°C and the temperature of the warmer end is 44°C. Assuming that heat flows only ..
A crane's trolley at point P moves for a few seconds to the right with constant acceleration, and the 875 kilogram, Find what is the acceleration of the trolley and load
Assume that the tetherball has a mass 2 kilogram and the radius of the circle is 40 centimeter, Find the velocity of the ball and the tension in cord
An electron that has velocity vector v = (3.4 106 m/s) i hat + (2.9 106 m/s) j hat moves through a magnetic field vector B = (0.03 T) i hat - (0.15 T) j hat. Find the force on the electron
the magnitude jr of the current density in a certain cylindrical wire is given as a function of radial distance from
An object is located 20.8 cm in front of a convex mirror, the image being 4.48 cm behind the mirror. A second object, twice as tall as the first one, is placed in front of the mirror, but at a different location.
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