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- ASAP please I need solutions now, thank you!Satellite. Phobosㅤhasㅤaㅤradiusㅤofㅤ11ㅤkmㅤwhileㅤMarsㅤhasㅤaㅤradiusㅤofㅤ3390ㅤkm.ㅤPhobosㅤhasㅤaㅤcircularㅤorbitㅤaroundㅤMarsㅤwhichㅤisㅤinclinedㅤatㅤ0°ㅤtoㅤMars’sㅤequator.ㅤTheㅤperiodㅤofㅤPhobosㅤisㅤ7h 40m,ㅤwhileㅤtheㅤtimeㅤitㅤtakesㅤforㅤMarsㅤtoㅤcompleteㅤaㅤfullㅤrotationㅤaroundㅤitsㅤaxisㅤisㅤ24h 37m. (Q.WhereㅤonㅤtheㅤhorizonㅤdoesㅤPhobosㅤrise?ㅤExplainㅤwhy.) Whare does phobos raise is the question plz answer it , I don't need 11.4 hrs answerThe amount of energy needed to increase the radius of orbit of a 500-kg satellite from its original orbit r-10 000 of radius 10 000 km can be modelled by the function E = 2: where E is the energy, in r Joules, and r is the new radius, in kilometers. a) Determine x-intercept(s) if it exists. b) Determine y-intercept(s) if it exists. c) Determine the equations of the horizontal asymptote if it exists. d) Determine the equations of the vertical asymptote(s) if it exists.
- 4. A tracking station determines the following position and velocity vectors of a spacecraft in the geocentric equatorial coordinate frame: R = 10000 Î + 0j+ 10000 R km V = 0f+ 6.5/ + 0R km/s %3D Find the satellite's COES and the flight path angle at that location.Calcuiate the escape velocity of a body at a height 1600 km above the surface of the earth. Radius of = 6400 km.-GMara If we detine the gravitational tield g E where r is a unit radial vetor, then Gauss's Law for gravity is feas-- = -GMrce b. dA = +GMposrce. fras= 8 dA = -4-GM, !! Od. dA = +ArGMre. feas. O e. dA=-4mGMurceotject
- A spherical shell has the surface density p and its radius is R, The gravitational force between this shell and a small sphere of mass 0.25Kg locoted at the distance of rfrom the centre of shell is given by GTRP O GRR?/3 O GIRP O None from these answers.Determine the distance h for which the spacecraft S will experience equal attractions from the earth and from the sun. Use Table D/2 of Appendix D as needed. Assume L = 210 000 km. Sun Earth Answer: h= i Not to scale (105) kmB3
- At least a good four or five billion years from now the Sun will become a "dead" white st! to dwarf staC, shrinking to about 1% of its 1*% current radius. Assume it loses no mass in this process, If the sun currently rotates once every thirty days, then how many radians per second will it be rotating at after it changes into a white dwarf?Radius of earth is R. A satellite is revolving around the earth as shown. Find radius of curvature at A. (A) R (B) 2R 3R P M (C) 3R 6R (D) 4R A1