A 300 kg satellite is in circular orbit around the earth ( M = 5.98 × 1024 kg) at a speed of 6200 m/s. a) Find the radius of the satellite's orbit. Show your work. ( ) b) Find the gravitational field strength at this distance. Show your work. c) How often will the satellite travel around the Earth? Show your work. (.
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- An Earth satellite has an elliptical orbit described by (as shown in the pic.) (All units are in miles). The coordinates of the center of Earth are (16,0). Solve, a. The perigee of the satellite’s orbit is the point that is nearest Earth's center. If the radius of Earth is approximately 4000 miles. Find the distance of perigee above Earth’s surface. b. The apogee of the satellite’s orbit is the point that is the greatest distance from Earth’s center. Find the distance ofthe apogee above Earth’s surface.Needs Complete solution with 100 % accuracy. Don't use chat gpt or ai i definitely upvote you.A jet leaves palermo, sicily, whose latitute is 38 degrees N flying due west. Eventually it returns to palermo again. Assuming that the earth has a 3960-mile radius: a.) find the distance the jet travels b.)find the distance from palermo to the equator along the surface of the earth. SHOW WORK AND PICTURES
- Please explain what you are doing and why. I really need it! Thank you :)1. The mass of Earth is 5.89 x 1024 kg and its radius is 6.37 x 106 m. (a) What distance above the Earth's surface would allow a satellite moving at 40 m/s to remain in a circular orbit? Show your work. (b) How much time would it take for that satellite in that orbit to circle the Earth? Show your work.Needs Complete typed solution with 100 % accuracy.
- A near-Earth orbit (NEO) is a circular orbit at a height above the surface of the Earth that is very small compared to the radius of the Earth. On a NEO the acceleration due to gravity is essentially the same as that on the Earth’s surface. Determine the time it takes for a satellite to orbit the Earth in a circular NEO. Does your result depend on the mass of the satellite? Show your work, including diagrams, algebraic equations, and enough written explanations that somebody who is not familiar with the problem could understand what you are doing.I need help with this problem. Thank youPlease give right answer
- Let's consider an astronaut with a mass of 76.0 kg standing on the Earth. What is the gravitational force (in N) on the astronaut? (Review your work from the previous part. Remember that you can use the full gravitational force formula, or w = mg.) weight on the Earth's surface = 744.8 N Now let's imagine that same astronaut in orbit aboard the space station, orbiting at an altitude (height above the Earth's surface) of 380 km. We first need to find the astronaut's distance to the center of the Earth. What is the altitude expressed in units of meters? 380 km = 380000 The radius of the Earth is 6.37 ✕ 106 m. What is the total distance (in m) from the center of the Earth to the astronaut? r =_________m Finally, let's put it all together. Use the universal gravitational force formula to find the force (in N) on the astronaut, where m = 76.0 kg, the Earth's mass ME = 5.97 ✕ 1024 kg, and the distance r is the result you just found. F = ______N solve for the two bolded…I need help with part BConsider a situation where a satellite is orbiting Mars at a distance equal to 3 times the radius of Mars. If g is the gravitational field strength on the surface of Mars, what is the value of the gravitational field strength at the location of the satellite. Will the value of g change if the Satellite's mass was doubled? Show all work and explain any reasoning.