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1. Explain the relationship between the Bernoulli and Binomial distributions.
2. "Linear functions of normally distributed random variables are normally distributed." Explain.
question two square oppositely charged conducting plates measure 33 cm on each side. they are placed close together and
Visualize the one cubic centimeter as formed by stacking up identical cubes, with one copper atom at the center of each. Conclude the volume of each cube.
A rocket of mass 7 kg moves with a constant velocity of 547 m/s eastward. It suddenly explodes and scatters into two pieces. find the direction of the second part
A .18 F capacitor is fully charged and has a potential difference( ?V), across its terminals of 9.0 volts. It is connected in series to a 200? resistor, find the energy stored in the capacitor when its fully charged
If the magnetic field has a strength of 0.500 T and it is perpendicular to the velocity vector, what is the radius of curvature of the path the alpha particle follows?
A train starts having a uniformly accelerated motion along a stretch of radius R = 800 m. After a journey of 600 m reaches a speed of 36 km /h, Determine the speed and acceleration at the midpoint of the path
Forces of 83 N east, 63 N north, 30 N south, 41 N west aresimultaneously applied to a box of mass 10.9 kg. Find the magnitude of the box's acceleration
(Do a least square fit of the Gaussian distribution to the measured concentrations. The attempt at a solution I am looking for a way to calculate the time difference for when the concentration was 0.1 and when it was at it's maximum level at 2.5 g..
a projectile is projected from the origin with a velocity of 45.0 m/s at an angle of 30.0 degrees above the horizontal. what is the range of the projectile
A satellite is in orbit at a height of 600 km above the Earth's surface. Find the orbital period of the satellite
Three point charges are arranged along the x axis. Charge q1= -4.70 nC is located at x= 0.200 m and charge q2 = 2.20 nC is at x = -0.340 m. A positive point charge q3 is located at the origin.
4 moles of an ideal gas have an initial temperature of 127 C. The temperature of the gas is kept constant and the volume is increases until the pressure drops to 40.0% of its original value. Calculate the heat added to the gas
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