1. A race car makes two and a half laps around a circular track in 3 mins. What is the car's average angular speed? Answer: - 0.087 rad/s 2. A wheel of radius 1.5m rotates at a uniform speed. If a point on a rim of the wheel has a centripetal acceleration of 1.2m/s^2, what is the point's tangential speed? Answer: - 1.3m/s
Approximately one billion years ago, the moon orbited the Earth much closer that it does today. The radius of the orbit was only 24 400 km. The orbital period was only 23 400s. Today the average radius is 385,000km; and the present period is 2.36x106s. Assuming that the orbit of the moon is circular, calculate the ratio of the s
A satellite is moving in an elliptical orbit with an eccentricity e = 0.25. Determine its speed when it is at its maximum distance A and minimum distance B from the earth. See the attached diagram for an illustration.
Powell Corporation has spent $3.5 billion over the past decade developing a satellite based telecommunication system. It is currently trying to decide whether to spend an additional $350 million on the project. The firm expects that this outlay will finish the project and will generate cash flow of $15 million per year over the
Calculate the speed at which an object (200 miles above the equator) in geosynchronous orbit around the earth would be traveling. Show all work. State all assumptions. Show answer in units of miles/hour, km/hour, ft/sec, and m/sec.
A particle moves in a spherical finite well Show that the scattering produced by such a potential is identical with the reflection of light rays in a sphere of radius a and relative refracting index of n = sqrt(1+V/E) Show that the differential cross section is (see attachment for expression)
A particle of mass M moves under the action of an isotropic harmonic oscillator force with potential energy U=kr^2 / 2 and angular momentum L. 1. Find the possible orbits, the frequency of the motion for circular orbits and the frequency of small oscillations in the radial direction caused by perturbations that make the move
Question: Calculate the period of a satellite in an orbit just above the Earth's atmosphere (whose thickness may be neglected). Find also the periods for close orbits around the Moon and Jupiter.
Discuss the motion of particles in a central inverse-square-law force field for a superimposed force whose magnitude is inversely proportional to the cube of the distance from the particle to the force center. Please see the attached file for the full question.
Please list how domestic/global marketing decisions can be affected by factors in the environment. Include: a. Pick an organization that engages in global and domestic marketing b. In terms of the company's marketing decisions, what impact do environmental factors and high-level domestic factors have? c. What impact does
1. What did the Voyager mission discover about the main rings of Saturn? a. There are several moons inside the inner-most ring. b. The ring system is much thicker than originally believed. c. They were less dense than the rings of Jupiter. d. They are composed of tens of thousands of narrow ringlets. e. There are hund
See attached Section 9.1, Page 550 108) Comparing wind chills. Through experimentation in Antarctica, Paul Siple developed the formula to calculate the wind chill temperature W (in degrees Fahrenheit) from the wind velocity v (in miles per hour, mph) and the air temperature t (in degrees Fahrenheit). Use this formula to
See the attached files. Calculate the force on a satellite due to drag and the mass of propellant needed to overcome the drag force. Sun synchronous orbit alt = 700 km Mass of satellite = 800 kg Assume Cd = 2 Thruster Isp = 80 s Propellant = N2 (Molecular Weight = 28, etc) Propellant temperature = 280 K Length of sate
Whenever two Apollo astronauts were on the surface of the Moon, a third astronaut orbited the Moon. Assume the orbit to be circular and 100 km above the surface of the Moon, where the acceleration due to gravity is 1.52 m/s^2. The radius of the Moon is 1.70x10^6 m. Show all work (a) Determine the astronaut's orbital speed.
A) What are the objections to the Contractual Theory. B) What are the cultural differences raised for multinationals in regards to bribery and double standards. c) To whom do corporations have responsibilities? Discuss, with examples, how these responsibilities inevitably lead to ethical disagreement? D)Trust is a pillar of
Problem: A result of Kepler's harmonic law is that the mass of a planet (M) with a satellite is directly proportional to the cube of the mean distance (d) from the satellite to the planet and inversely proportional to the square of the period of revolution )p). Early astronomers estimated the mass of the earth to be 5.976 x 1024
Please assist with the attached problems that I am having problems solving. Any help is appreciated. Thank you. 1. The x and y components of a displacement vector are -3.00 m and +4.00 m, respectively. What angle does this vector make with the positive x axis? a. 233 degrees b. 127 degrees c. -53.0 degrees d. 53.0 degre
Conics, Sequences, and Series - (1) A satellite has an elliptical orbit around the earth with one focus at the earth's center, E. The earth's radius is 4,000 miles, the highest point that the satellite is from the surface of the earth is 800 miles, and the lowest is 200 miles. Find the eccentricity of the satellite's orbit. Please submit your answer with work shown in an equation editor (or best way possible) ...and 11 other questions.
(1) A satellite has an elliptical orbit around the earth with one focus at the earth's center, E. The earth's radius is 4,000 miles, the highest point that the satellite is from the surface of the earth is 800 miles, and the lowest is 200 miles. Find the eccentricity of the satellite's orbit. Please submit your answer with work
Question 1: An infinitesimal current element Idl is located at the point x = 0.05m, y =0, z = 0 in a cartesian coordinate system. The current element points in the direction of the positive z-axis and has magnitude 2x10^-6 A m. Calculate the magnitude and direction of the magnetic field due to this current element at the point
Please see the attached file. Please solve with explanations included. Two charged particles are traveling in circular orbits with the same speed in a region of uniform magnetic field that is directed into the page, as shown. The magnitude of the charge on each particle is identical, but the signs of the charges are unequal.
1) The Mid Atlantic Ridge is found : a) near the middle of a continental plate. b) where two tectonic plates collide c) along divergent plate boundaries d) at a subduction zone e) associated with a hot spot. 2) The magnetic stripes from seafloor data recorded off the coast of Vancouver and Washington State: a) were cr
(a) Find the only way to construct a length from the parameters in the Schrodinger equation for the harmonic oscillator. Compare the result with the classical amplitude of oscillation when the energy is hw/2. where h=h-bar (b) Find the only way to construct a length from the parameters in the Schrodinger equation for the h
1. A celebrity holds a press conference, which is televised live. A television viewer hears the sound picked up by a microphone directly in front of the celebrity. This viewer is seated 2.6 m from the television set. A reporter at the press conference is located 3.7 m from the microphone and hears the words directly at the very
Science in space In the decades following the first Sputnik and Explorer satellites, the ability to put their instruments into outer space gave scientists the opportunity to acquire new information about the natural universe, information that in many cases would have been unobtainable any other way. Space science added a new d
A satellite has an elliptical orbit around the earth with one focus at the earth's center, E. The earth's radius is 4000 miles, the highest point that the satellite is from the surface of the earth is 800 miles, and the lowest is 200 miles. Find the eccentricity of the satellite's orbit.
Neptune orbits around the sun in a nearly circular motion. Neptune's mass is 1.10 x 10^26N. The radius between Neptune and the sun is 4.5 x 10^12m.The force of gravitational attraction between the two planets is 6.8 x 10^20N. Determine: A) The velocity of Neptune B)The period in years
When in orbit, a communication satellite attracts the earth with a force of 15.3 kN and the earth-satellite gravitational potential energy (relative to zero at infinite separation) is - 1.47×1011 J. A) Find the satellite's altitude above the earth's surface. Take the radius of the Earth to be r_e = 6.38×106 m. B) Find t
An electron of mass m is in a circular orbit in the potential U=0.5 k r^2. Using Bohr's quantization rule, find the allowed orbital radii and energy levels of this electron.
A fluid is rotating with a velocity of , and , where β is a constant and c is the speed of sound and is the density. When can a ray of sound move in a closed circle? See attached file for full problem description.
2. A rod of uniform linear charge density +1.5 x 10-5 C/ m is bent into an arc of radius R = 0.10 m. The arc is placed with its center at the origin of the axis. A proton is placed at point O and held at rest. a) Determine the magnitude and direction of the force required to keep the proton at rest. (Ignore the effec