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An automobile tire is pumped up to an absolute pressure of 33 lb/in^2, with air at a temperature of 40.0 degrees Fahrenheit.
After driving for several hours, the temperature in the tire reaches 120 degrees Fahrenheit.
Find the pressure in the tire at that point in SI units.
q1. how many revolutions per minute would a 29 rm m-diameter ferris wheel require to make for the passengers to feel
When a rectangular metal tank is filled to the top with an unknown liquid, observer O, with eyes level with the top of the tank, can just see corner E. what is the index of refraction of the liquid
Consider two solid conducting spheres of radii r1 = 2 cm and r2 = 3 cm. Sphere 1 initially carries a net charge of +6 ?C, What is the voltage at the surface of sphere 1? What is the net charge on sphere 1? On sphere 2
A 30 g steel ball bounces elastically on a steel plate, always returning to the same maximum height h = 14.2 m. With what speed does the ball leave the plate
What is the magnitude of the force on a 0.20 kg particle placed at the origin (Point P)? What is the direction of this force?
An aluminum wing on a passenger jet is 26 meter long when its temperature is 15oC. Find at what temperature would the wing be 6 centimeter (.06 m) shorter
A 9.14-m ladder with a mass of 24.2 kg lies flat on the ground. A painter grabs the top end of the ladder and pulls straight upward with a force of 254 N. What is the net torque acting on the ladder
A runner of mass m = 37 kg and running at 2.8 m/s runs asshown and jumps on the rim of a playground merry-go-round which hasa moment of inertia of 383 kg·m2, what is its final angular velocity
At a certain point in space there is an electric field E = (0.40 i + 0.60 j) x 1011 N/C. (Items in bold are vectors.) Discover the force on a particle of charge of -3.70 nC when it is placed at the point.
Three people pull simultaneously on a stubborn donkey. Jack pulls directly ahead of the donkey with a force of 81.7 N, Find the magnitude of the net force the people exert on the donkey
According to the classical electrodynamics, what is the rate at which the electron loses energy by radiation? Hint: the classical formula for energy lost by electromagnetic radiation is dE/dt=[(-e^2)(a^2)/(6)(pi)(epsilon_naught)(c^3)]
Calculate the force exerted on the earth by the atmosphere if atmospheric pressure
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