Draw an ice cream cone by drawing on a single set of coordinates the portion of the sphere above the height of the circle in (a) and the portion of the cone above the xy-plane and below the height of the circle in (a).

I've already answered part a which is in the picture. the height of the circle is 2 units above the the z-axis and the circle of intersection is x^2+y^2=2^2. I just need the matlab code for part b

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1. (a) Calculate manually the height above the xy-plane of the hor- izontal circle of intersection of the cone x + y = 22 and the sphere x+ y+z = 8. (b) Draw an ice cream cone by drawing on a single set of coordinates the portion of the sphere above the height of the circle in (a) and the portion of the cone above the xy-plane and below the height of the circle in (a). 1. (a) Calculate manually the height above the xy-plane of the hor- izontal circle of intersection of the cone x + y = 22 and the sphere x+ y+z = 8. (b) Draw an ice cream cone by drawing on a single set of coordinates the portion of the sphere above the height of the circle in (a) and the portion of the cone above the xy-plane and below the height of the circle in (a).