ONLY ANSWER 5A, POSTING SEPERATE QUESTION FOR 5B AND 5C It is a fundamental law of Physics that the force the Earth exerts on an objectvaries inversely as the square of its' distance from the Earth's center. Thus, an object'sweight F(x) is related to its' distance x from the Earth's center by a formula of the formkF(x) =x?k is a constant of proportionality whose value depends on the mass of the object andthe units of force and distance. Of course, to move an object AWAY from Earth, theForce required is at least its' weight at a given distance x..hence F(x) can also be used5)as a Force function.SpaceX's retired Dragon spacecraft, which was used to help supply the InternationalSpace Station (ISS), weighs approximately 4.65 tons "dry" (unloaded) on the surface ofthe Earth.a)Assuming that the Earth is a sphere of radius 4000 miles, solve the equationk5 to discover the constant k in the Force formula mentioned4.65 =4000above. Then, write F(x) out with that specifick value installed.This will be the Force model that pertains to the Dragon specifically.Evaluate the force model from part a to find the amount of force necessary tob)move the Dragon a small distance away from Earth when it is already located atan altitude of 150 miles above Earth's surface (x = 4150 miles).c)Use integration to find the amount of Work necessary to move the Dragon fromthe Earth's surface to the orbital altitude of the ISS, which is about 250 milesabove Earth's surface.

Name: ONLY ANSWER 5A, POSTING SEPERATE QUESTION FOR 5B AND 5C It is a fundam
Uploaded: 2024-03-20T06:47:08.000Z
Channel: Bartleby
Description: ONLY ANSWER 5A, POSTING SEPERATE QUESTION FOR 5B AND 5C It is a fundamental law of Physics that the force the Earth exerts on an objectvaries inversely as the square of its' distance from the Earth's center. Thus, an object'sweight F(x) is related to