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Problem: A charge of is placed at the center of a cube that measures along each edge.
Part A: What is the electric flux through one face of the cube?
I need help to find the electric flux through one face of the cube.
What type of information would you tell the prospective employer?. Explain how would you share be to your advantage or disadvantage?
The linear accelerator at Stanford University (SLAC) is 2.00 mileslong and is used to accelerate electrons. If an electron is accelerated to 0.999995c, then what is the length of the accelerator in the electron’s frame of reference
Water is at rest at the bottom of a well of depth h = 7.82 m. A pump lifts mass at a rate of dm/dt = 119 kg/minute from the well and ejects it with a speed v = 3.74. m/s. find P, the power (energy per time) needed to do this work
In a grocery store, you push a 12.2-kg shopping cart with a force of 12.5N. If the cart starts at rest, how far does it move in 2.75s
A heat pump uses 100J of work output heat at some temperature. what is the coefficient of performance for the heat pump
q1. two long straight parallel wires 10.6 cm apart carry currents of equal magnitude i.the parallel wires repel each
consider a cylinder with circular cross-section made of iron , with length L=10 cm and radius 2 cm. the cylinder is initially unmagnified , and is made to spin by angular speed 2x10^-4rad/sec about its axis
Find the magnetic energy stored in the air gap between two very large magnetic pole pieces, one North, one South, each with an area of 100 cm2. Assume the 0.05 T magnetic field is uniform within the 2-cm gap.
Create a formula to get the time constant of the liquid level system shown in the below figure. When the avg. operating level is h0. The resistance R is linear.
A rainbow viewed from an airplane may form a complete circle. Where will the shadow of the airplane appear? Explain
The quantity of charge q (in coulombs) that has passed through a surface of area 1.95 cm2 varies with time according to the equation q = 5t3 + 5t + 6, What is the value of the current density
Consider a one-dimensional particle of mass m feeling the inverse harmonic oscillator potential V=-1/2kx^2 (k>0)
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