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Great explanation of permutations group using this example
The sum of distances of a point from two fixed points is constant proof the locus of the point is an ellips
for a given perimeter the area of circle is largest...plz sir give me a proof of this theorem in general case...
Great explanation of permutations group using this example
The sum of distances of a point from two fixed points is constant proof the locus of the point is an ellips
for a given perimeter the area of circle is largest...plz sir give me a proof of this theorem in general case...
for a given perimeter the area of circle is largest...plz sir give me a proof of this theorem in general case...