Q4 [20%] (a) Let S be a sphere in R³, and let a and b be any two distinct points of S that are not antipodal. Prove that

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Q4 [20%] (a) Let S be a sphere in R³, and let a and b be any two distinct points of S that are not antipodal. Prove that

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Q4 20 A Let S Be A Sphere In R And Let A And B Be Any Two Distinct Points Of S That Are Not Antipodal Prove That 1
Q4 20 A Let S Be A Sphere In R And Let A And B Be Any Two Distinct Points Of S That Are Not Antipodal Prove That 1 (70.49 KiB) Viewed 28 times
I need help in this question please!
Q4 [20%] (a) Let S be a sphere in R³, and let a and b be any two distinct points of S that are not antipodal. Prove that there is a unique great circle of S that contains a and b. [6%]
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