This is a MATLAB problem.

My library> ENG 006 home > 23.57: Distance planet travels in an orbit (1D Integration) EzyBooks catalog Help/FAC Distance planet travels in an orbit Consider a planet that follows an elliptical orbit. The perimeter of an ellipse with a major axis and minor axis b is 4a V k sin where For a given a major axis a and minor axis b, calculate the distance the planet travels, by completing 1. the subfunction TrapzPlanet that uses trapaziodal numerical integration (using the internal function trapz) and a given number of discrete points. 2. the subfunction IntegratePlanet that uses the internal function integrate Ex: a 3.01*10 ^ 9; b = 2.74x10^9; [trapzAprox, numInteg rate] = Planet Distance(a,b,1000) produces trapZAprox 1.8074e+10 numIntegrate 1.8074e+10 Your Function Save C Reset E MATLAB Documentation 1 function [trapzAprox, numIntegrate]PlanetDistance(a,b, points) trapzAprox-TrapzPlanet(a,b,points); numIntegrate-IntegratePlanet (a, b); 4 end 6 function trapzAprox-TrapzPlanet (a,b, points) % Your code goes here