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A 26.0 in diameter wheel is rotating initially at 33.3 revolutions per second. The wheel slows down uniformly and comes to rest in 12 s.
Find what is the angular acceleration?
Find how many revolutions did the wheel make in those 12 sec?
snow is falling vertically at a constant speed of 6.5 ms. at what angle from the vertical do the snowflakes appear to
A -50 micro C charge is located at (+26 cm, 0) on the + x axis and a +50 micro C charge is located at (-26cm, 0) on the -x axis. Calculate the net electric field and the total electric potential
A 3m-long rigid beam with a mass 140 kg is supported at each end. An 75 student stands 2m from support 1.
If a Capacitance of PPC is 12 PF. Distance between its plates is reduced to half, What would the new capacitance of the capacitor
A 270 mL soda can is 5.27 cm in diameter and has a mass of 23.4 g. Such a soda can half full of water is floating upright in water. What length of the can is above the water level
Suppose that the central diffraction envelope of a double-slitdiffraction pattern contains 3 brightfringes and the first diffraction minima eliminate (are coincidentwith) bright fringes. How many bright fringes lie between the first and second minima..
the resistivity of a semi conductor can be modified by adding different amounts of impurities. a rod of semi conducting
A mixture of iron and an unknown material is bombarded with electrons. What is the unknown material (use chemical symbol)
Suppose the force acting on a tennis ball (mass 0.040 kg) points in the +x direction and is given by the graph of Fig. 7-30 as a function of time. a) Use a graphical method to estimate the total impulse given the ball.
An LC circuit has a 9.00 m/H inductor. The current has its maximum value of 0.550 A at t= 0s . A short time later the capacitor reaches its maximum potential difference of 62.0 V. What is the value of the capacitance?
a bungee cord is 30.0 rm m long and when stretched a distance x it exerts a restoring force of magnitude kx. your
Light of wavelength 589 nm is used to view an object under a microscope
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