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2.3. The equivalence of 2 local parameters:
CHAPTER 2: OSCULATING PLANE AND NORMAL
CHAPTER 3: FIRST FUNDAMENTAL FORM
CHAPTER 4: FIST FUNDAMENTAL FORMANDArc Length of a Curve
CHAPTER 5: FIRST FUNDAMENTAL FORM AND ANGLE
CHAPTER 6: FIST FUNDAMENTAL FORMAND AREA
Taking turns to pick are 2 point on 2 corresponding coordinates curves and . When small enough so projection of curved parallelogram on osculating plane of at approximately the area of parallelogram on the contact plane. The edges of parallelogram on the contact plane are so the area of parallelogram is:
2.Basic types of maths
Method to compute an area of domain lies on the surface bounded by given curves :
CHAPTER 7: SECOND FUNDAMENTAL FORM
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