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Solid Geometry: Sphere through a given circle. Lect. 5.

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Analytical Solid Geometry:
The Sphere:
Sphere through a given circle:
In this lecture
1. Equation of a sphere passing through a circle represented by a sphere and a plane together is stated.
2. Equation of a sphere passing through a circle represented by two spheres together is stated.
Problems on each of these types are solved and some problems are given for practice.
The answer to the second problem given for practice is
x^2+y^2+z^2-4x+6y-8z+4=0.
The book followed is
Shanti Narayan: Analytical Solid Geometry
Link for the handwritten notes on the chapter The Sphere: ( send a request mail, I will share it with you)
The Sphere:
Sphere through a given circle:
In this lecture
1. Equation of a sphere passing through a circle represented by a sphere and a plane together is stated.
2. Equation of a sphere passing through a circle represented by two spheres together is stated.
Problems on each of these types are solved and some problems are given for practice.
The answer to the second problem given for practice is
x^2+y^2+z^2-4x+6y-8z+4=0.
The book followed is
Shanti Narayan: Analytical Solid Geometry
Link for the handwritten notes on the chapter The Sphere: ( send a request mail, I will share it with you)
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