Can I please get help with this problem

see image below please

E is the region that is inside the sphere x + y2 + (z+5)2 = 25 and below the cone z = 2sqrt(x^2+y^2)-10. The curve of intersection of the surfaces is x^2 + y^2 = 16, Z= -2 Give an iterated integral in spherical coordinates that may be used to find the mass of E if the density at any point of E is equal to the distance from the point to the origin. Do not evaluate. * = pcos sin o, y=psin sin, 2= pcos

E is the region that is inside the sphere 2 + y2 + (z+5)2 = 25 and below the cone z = 22 + y2 - 10. The curve of intersection of the surfaces is x + y2 = 16, 2= -2 Give an iterated integral in spherical coordinates that may be used to find the mass of E if the density at any point of E is equal to the distance from the point to the origin. Do not evaluate. * = pcos sin o, y=psin sin, 2= pcos E is the region that is inside the sphere 2 + y2 + (z+5)2 = 25 and below the cone z = 22 + y2 - 10. The curve of intersection of the surfaces is x + y2 = 16, 2= -2 Give an iterated integral in spherical coordinates that may be used to find the mass of E if the density at any point of E is equal to the distance from the point to the origin. Do not evaluate. * = pcos sin o, y=psin sin, 2= pcos