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In no less than 100 words- What are some of the "needs" people seek in joining groups as described in Ch. 3 of the text. Which of these needs motivated you to join a group?
A steel guitar string is stretched between two fixed supports 88.1 cm apart. When the temperature is 0 °C, what will be the value of fundamental frequency
A block of 4.4 kg is held at the top of a smooth incline. The incline has height of 2.1 m and is at an angle of 19 degrees above the horizontal. How much work was done by friction on the block
a pendulum of period 2 s is released from rest at an inclination of 5 degrees to the downward vertical. what is its
oppositely charged parallel plates are separated by 3.65 mm. a potential difference of 600 v exists between the plates.
A locomotive of mass 5 metric tons (5000 kg) pulls a short train consisting of 4 coal cars, each of mass 1000kg. What is the tension in the coupling between the locomotive and the first coal car
A slab of a thermal insulator with a cross-sectional area of 110{\rm cm^2} is 2.90{\rm cm} thick. how much heat flows through the slab
A 70.0 kg girl lowers herself to the ground from a height of 8.8 m by holding onto a rope running over a pulley to a 54.0 kg sandbag. what is her speed when she reaches the ground
A tank circuit in a radio transmitter is a series RCL circuit connected to an antenna. determine the maximum inductance of the tank circuit
An electric field is given by -E = 10-a x + 20a-y + 20a-z V/m. Is this a uniform field? Why? What is its magnitude? What are the cosines of the angles it makes with the unit vectors?
In Figure (a), two circular loops with different currents but the same radius of 10. cm, are centered on a y axis. They are initially separated by distance L = 7.5 cm, with loop 2 positioned at the origin of the axis
A 27 kg block slides up a hill to a height of 6.6 m. If 387 J of thermal energy are generated, how fast was the block going at the bottom of the hill?
A stream of water strikes a stationary turbine blade horizontally, as the drawing illustrates. Find the magnitude of the average force exerted on the water by the blade
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